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 "cells": [
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    "### 1. 视觉系统都有哪些构成要素? 以机械臂视觉控制系统为例，说明视觉系统的构成要素。\n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;视觉系统由照明设备、成像设备、处理设备和算法软件构成。以机械臂视觉控制系统为例，照明设备是室内光线或专用专用照明设备，成像设备是放在机械臂前端的单相机，处理设备是台式计算机或者嵌入式处理器，算法软件是使用c++或其他语言编写的视觉识别算法及程序。\n",
    "\n",
    "### 2. 尝试从模仿人类视觉处理流程的角度，阐述本对课程内容组织的理解。进一步在网上搜索，找到自己认为学习过程中最值得参考的1-2本书(不要太厚) \n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;我们能看见物体是因为物体发射或者反射的光线经过瞳孔照射到视网膜上，视网膜上的神经细胞将光线信息转换成电子信息传递到大脑中，大脑中的神经网络将这些信息进行处理识别，然后从记忆中提取特征相似的图像进行对比，最后对看到的物体进行分析归纳。本课程的结构按照图像采集、图像处理、输出结果的顺序进行组织和讲解。图像采集包括照明、颜色等的概念讲解；图像处理是按照从易到难的顺序进行讲解，包括图像的滤波、边缘检测、阈值分割、特征检测、模型的建立和图像拼接等内容。  \n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;现阶段最适合自己的一本计算机视觉教程是章毓晋的《计算机视觉教程（第2版）》，这本书系统介绍了计算机视觉的一些基本原理、典型方法和实用技术，内容包括视觉和视知觉、图像采集、图像预处理、基元检测、目标分割、目标表达和描述、形状特征分析、立体视觉、三维景物恢复、运动分析、景物识别、广义匹配、场景解释等。\n",
    "\n",
    "### 3. 什么是光通量和辐照度？说明几个常见光源的光通量，以及几个常见照明环境的辐照度。 \n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**光通量：**指人眼所能感觉到的辐射功率，它等于单位时间内某一波段的辐射能量和该波段的相对视见率的乘积；  \n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**辐照度：**指投射到一平面上的辐射通量密度。指到达一表平面上单位时间内单位面积上的辐射能；  \n",
    "\n",
    "| 光源 | 光通量 | 说明 |\n",
    "| :----: | :----: | :----: |\n",
    "| 太阳 | 3.566x10<sup>28</sup>lm |  |\n",
    "| 烛光 | 12.56lm | 光通量的定义 |\n",
    "| 白炽灯/卤钨灯 | 12~24lm/W | 卤钨灯的效率高于白炽灯 |\n",
    "| 荧光灯和气体放电灯 | 50~120lm/W | 气体放电灯如钠灯、汞灯和金属卤化物灯等 |\n",
    "| LED灯 | 110lm/W |  |  \n",
    "\n",
    "| 场景 | 照度(lux) | 说明 |\n",
    "| :----: | :----: | :----: |\n",
    "| 黑夜 | 0.001--0.02 | 月夜则是0.02--0.3 |\n",
    "| 阴天室内 | 5--50 | 室外50--500 |\n",
    "| 晴天室内 | 100--1000 |  |\n",
    "| 晴天阳光直射 | 10000 |  |\n",
    "| 适合阅读 | 300--750 | 阅读书刊时需50--60 | \n",
    "| 家庭摄像机标准照度 | 1400 |  | \n",
    "\n",
    "### 4. 结合颜色空间示意图，简述HSI颜色空间中各通道的物理意义，并结合图像实例说明。\n",
    "\n",
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cYN4PO9bY%0Azv1nQ/N10Piu9M32K/G8tRydi5c42NMa5ruJpFyZE6JEiU/ozrpyB58rr651%0An8c2QodN3fOU+p8aWOyKxVOS9doVwq1vsTrqXFmBxzcTm9g2kXcTSJjXNc05%0AJ3Q+if1UUZyyYDGeQr/Xv8s/GeLyWbpxZjESxlHJ0Ti/K1PshfLNYKKRTU7M%0AQ7W0zpiXJclyXzeRR4+yaxOMgox/YH9GsRx2a3T0x4+/kOnRsZuNmEfsrttc%0AGEiw1GaSfpVPgLvOXEZCKOnGduYcJkXUXTtslHhAjttUo0Y6ERSyN9gddRSy%0A+ZxblX6hz2Ke6ce+H2eUGMZWIhgkaWN/d5DL/wCs6K/3c7+wZjFFjwfTf1C0%0AP2F1lce1xY7HlHc19pdTg6hPtT5BtR5V94noj/eH6y3Pf2bshSnXiCGP7Hpv%0Atbq3F6QF3oLBO+C6I/3kkjRsMj1q9Ct2Qb+IEzO0u60+Qdhq9EPrN2jE5KMZ%0ATypv4jPE0gZIihq9IE4ZOqHmCE4+DerJyHl9o5DyknYJBfl47Zcm8OTLbLky%0A2tstrbLk31OVrDNBgscYydUQtFQDcOOtZGwEUeWu3TztqXHZmjz8t9Lv2trk%0Atrad0zra2mdO+ltltltbW23tEbJ5oyY9Gq2xRGhP1eXYbJOfqxk48n4kRbYi%0AZnIkxEu46Yy5x/t+ncdtXowQSZHHwX4o8LSCtNg6MpnhKJV3w9Mio1Y6df6X%0A/wBL5L1Tb8PXWl81/wBXqvVeq/6tKTbP3dxu7CXF+2bbYR9eJDG3Fm0mE2Di%0A/bcdnxfg7e0AuyJn4vvuxfL77pvgGAG3lxUcYB4OLOmFmTizrtiuLLgydlwF%0AcGXAVwFaXBkzfxn/xAA1EQACAgEDAwIFBAAFBAMAAAAAAQIDEQQSIRATMSJB%0ABTAyQFEUIGBhI0JQcYEGM2KRJHCh/9oACAECAQE/Af5f74/inknbl7SFPcqi%0Ao+R+R8vP8Tus2FVefUUWbFwX0d2vuQ/5FJPx/EpT2kVyIpeXgp1DhLaanTKH%0Arj9LM/8Ao27f4e5YJeojHonjktS+o09u+Oy36WWVOuWGRz/D5+t8HEnhdZ+x%0AP1QRyyDWph2X9S8Ek4vD/h0p/gS2RKIbI89fJX6uDwz6HmJbjVQ7i8mMMf8A%0AC5ywiEf80h8yybucmTIit7WTjhntgqsdcsmppS/xI+GP+FeBPuSyTlu8dV0R%0ADyWrOH0waOaWarPDNRRKme1/6FsZtHn2MyMyOTn/AEK6zL2of/iR4X7F0xyR%0A5gYyzAhR78O3Lz7FtbreGLn77Bj8EKpyP0NjP0lsT9Nb+B6a1ewtPb+CVFv4%0ANrXkx9954L57VhEfHIui6roiv8CjgihRI59jU1K+vfH6l5GsePts9FyN4Hck%0AQnvI1pHBhGCqbTFbLBvmb5ErZIptTfKP8Fx5J6XS2Lgl8Fg+UyXwaTLNFZB4%0ALIzh5R/sZZnP3E5KHIoufrY2siYhdUYEiPkkiIjKXI7HQu4ampNd6HhmftfA%0A7ESs2+BzbNuTmBTqN3DODJkU5JkLJ4FZI7sjuyRRYscxO9X7oVVUuUNuvwyF%0A058GmUE/Wi/Q6fULwaz4A6uYFunureJIx9t5G8IXrfIuOCyHr4MEUJCRgSEI%0AXReRIwvc1Nzm9nsae7Hol4L6exLb7HKefs28Go1aSFq25ELU1yLDHweRcFVn%0AHInkzg3Mqtfgcp+xumRlN+Cu2WOUZh7iVfsdubfDK/8ADxwYrnEjGUPBHUrx%0AJGqoougar4RKTzWXUSpeJG5dM/ZYJyy8Cj7E5YWBQ4wOsSEhLouiEIwOWCVz%0AfB4Z5ZRNXQ7Nnn2LIuEtsvsc4JX4NXrX7ClKzkUMCsb8FdrRG5MyumcEJmel%0AcsM3S9jdMqlOLyd5+56JeSvTb3/RW+yiOpj7kof5kxa9x4N36lcEKZ1S5E1N%0AZR8R+FrVwLtN+lm4yFNEkL7GyXsVxwjJjn96ZuFMVnJG31FlnqGxD6fS9xj9%0AXXvX1IfAn8+c1BZNd8T2ywirVRu8npQvUKrZz0jEjYQkLkQmJkfJ6scC3kXJ%0AGXIhQpGWlwLUJcSH/ieCuM4Plkdk0RfZ8EZ9xDUoS3R8ENRv5PiWiq1cXJeU%0AanTuqQvH2CJzwQjl5GS4Ev356Z6RfqLlyY6IZ/4lNrrlwXwjP1xEsfNj5Pc+%0AKahVwZNrLNOtsdw5Tb4KLJxR+qcX6ivVL8DujIhwbkyPArRPJCQyM8EbDcQk%0AZIiRBqL5HOLRHUqAr5y8I337uB99ojVLPqIUVHx2nCyQ8EVj5+ccsx3Hn2F/%0ARJi9XJ4MjmjuI70TvIVqFYsjZuEz3JLMDnI0Lo1kwae5VP1/Saml1vK8P5q6%0AfGJSnLYhaexvBbTZGO0qqk3gdMkQqlnkcJJFe9vwSkyts38CFLCK5GREWbsi%0AlgjM2SfJCE/ySqZTBE6IlNkpD88kJP2Jv8lWzGUfF6VOoxtbX2Fj3ywhLbwc%0AIlNDvUR6hndbNzMswbSMURjyNdENFPPA1yYNhsHBjTMZNJbGyHZs8exZXKub%0AjLz8xeRvnB8bTrvyiN092clrslieSuyUZ+R2WMVs9+GSulgp1GGNshJjbyQm%0AjGSCwRn0RX56Rgbf7IQ/sw/yQrl5JKbNOrl5JbymVmOC12NFMtRjwamy7svc%0AifM3n53+xbJpekgo1RwO/BK5sfJgwLqukUR8jMGDyU8MnD1EVl9EcGxMlplI%0AlRKIl+qrx/mX/wCj+Y/J/wBQ0ZW8lj2Hl08FVE9vgrolKvOSOjl5ciFUUuSU%0A6oM7iYpI3ZNjI6jHpITE+SPjouCLIyMc5I2YO+V3rA7UZ4IwcmQq2lizM+iJ%0A8Y17hDaix5PHzZyVUckb+dzHJsaMfvXSJHyMXREXgk8rImIbwRkQEzamOjnM%0AfJrdLx3YHOflSGauiN0MNF6qotalEr+I1xf08Gonb9UXwyvUtSxNk2pL/DK5%0AtPlm3euCHHkjKH5F/QrGRqT5HJo06f8AmP8AYXSKMimyPJGETb+CMGRcnwmQ%0AdsR65wXJp9XW+Zn6urGT4lqu9dx4M5+bO1RLLJTfPjpkyZ/euiI+Ri6IZsfa%0AP6FMksii0RnghdEjybWV/wBms+HJ81k4ODw/ls+I6JS5kX0Ot/0UW84n4J07%0AfUuTTyYtPTLlsne6eILJ+qVooP2K1a+UQsUVyd1exF7mV/SIRki+CJgRnJCW%0ADeKG0c2QrcvUyWzBqdTKPpG8/Ntu2krd371+1dER8jF0Q/BDngwKAoG7+hVx%0AkQpSIrBERGO/hmr0cbl/ZbU65YfymzVUq6osolC1xsXB+hx6vY7/AOmf5J2Q%0A1EfRwTjODKtc48NGK7foKdPZXyfqZLjAnGXkePY0sMkevkh4Ivki+kEYEhW5%0A4K2iy3HpRNqPLNTZvlwL5fkusUEWzcmL5i6IXnoui6V5JLkQjCOzkScPJU1J%0AcCEjx4IxUl/ZrtEr4vC5HFxeH8peT4np42RHGyuLTN1VnHuS0uOYi1U6uBOG%0Ar4Xko+HOvk7tkOB6jjnkV1UvKI1pvhmnW0h1RESIrk3Mg0iMssaeOCmte5Lh%0A4RxGOTU2uT+b9KL7d8vkLoui6Lov2ISEiJgSEhISFDPDKn2bdj8CjyJGCKMH%0AxjR9qXcXuLz8qUVI19c6Z7peDWaVR/xI+5G/t8EJ1WcSK9JClboG2+PhncnH%0A6z9VX4SHOqRp9K3LcmVEesfIhMgYNvAobeTuewpYRJ5ZdbtRKWX8z3NRLER/%0AVn5C6Loui6rqiIkIiuBISEhIxk1VW+O5FL3QQkJCEj4lV3tO4j8/7fIfXUaZ%0AamDUzY6m4SXBZVCfnyWaNx5NHOWMTLJvPkhZhcncrm+USrpb4NLBqHBXkj1j%0A56ZIcckXkafsewoJPkln2MbVyai5TfAvm6/6CL9PyELqhMTMiF0SERIoSIow%0AJCRFCQkKIkJCRjgnHNbLliT+W+DW6ZL1Gsh6U0KU4/QaayEn6vJbokvEh0yX%0AsOuSZtkjRyltIEesFyYNp7ClgrsFMyQZqb/YfzviH/bFLg3m83G83G4UhSIv%0Ag3ikJiF0SEhISGRkKREi+ekRCEIQhC6XT21yLJbpP5eMl0O7HBbDtNpot00Z%0AvMXgnVJPkqe6J3Zw8Cvcn6iU4mmksFZDyIQjIjBtF6RWELC19tFnqeTPztTD%0AdAnujNo3m5m9m8TYsnJBMawKIoiQoiQoiQhCMJm0jwyFqFJPwY9RFeRCQhCI%0AiQunxi/sU/7n9/N1VW9Gqo38xFdKHpkUWxs4LNN7odcvwNNGkm3LAiAhdIIa%0AEISiyda9iNLXOS2zJn57WUa7S+46sCrOydkVYqxQIxHEURRFEwJCXRdEYEYT%0AO0Q9JG5eSuaEIQhEekRzUfJ8W1v6q3b7IX4+bhNGqi65cF+lUuUbHU+SuzMe%0ABXYfI7YsplDJAihCERfTBgnGWODMsm5qI39gi2tTXJfThmwUDYbRIURRMCEL%0AohdEIQkKJtFPA4Z5FVhYZCf49iuzdgTEREJIikxJnxf4ko5qrHz8+yqM1yX0%0Auv3O5l4kV9uSxEdDRKt/gri1NFXJFmBC6IUhMnwh+SUm/s51KRZThngTMGBL%0AquqF1QhCEIwcrwKyOPWYUvoIWShmX/optzJQf/IpZIshLgrW4m1WfE/jWF2q%0AiTcnn7HUVmopz4K65RY5tHckb2UPJHouiF0RJ5RPz9q4pllJhLql0QuiELqh%0ACELpERdS7PBXVbUzEZpFdG3LH+SMhMeojRHdJms+KzubUPHR/wBfYzjkup2D%0As5wQq3rgdEzZJGlIiF0QhGCXgl5+2xksr5O2OOBfsQui6oQuiELpEcc9EmyK%0ALNVCo/XSultrNdqe6+2n6Ubv8v2lteUX0Fa2MchWFMiIhC6Ii+RyLXn7jGRP%0ADwxxQ6xwZhromJiE+qELomJiEYYpHdivLLNbGPglr55N07Z4LmtPDtR8vyPk%0AX2j5L4D4fJtTR2ymJAQhC6yY/uZRyslU93D67Ux1o7Rs6Y6piExNCaNyR3UP%0AUrA9Y0V3ybLLGzL6UJUR7svPsSk5Sbf20SyKZqKOckH7dK5ckfAukTdgTySe%0ACU8/d2R2veiEt63fu/zfsybjcbjLG3jrjLH6EZMmkpU25S+lF9ztll+PuGWQ%0AyShtZtyKOGQ8C6R6IlL73/tSz+T2yjH7JcckWmciyZeeq6PrVHdyTl3ORRwU%0A1SuniJqr4xXbh4RDn7q+D9iv+x+Sp8dUIbPf72cdyKXt4l+2bWOT9RXWS+I/%0AgWukQ1Umze3yKTIsQ+mMk3tjtQvIsvwTktJVsj9Uhc/dyJR5HEqX7X9/ZHJC%0AX5OTKXkv1qh4J6i2fvwbckY4IIqXJ7CQokYirTOwKpwe5kp7p8D/AAaeP6aH%0Adn59htybb9/vMEo9I9UP/QGTjh5IS4NfqWuImN/kWVwRiKBCJWueiiRiRiJE%0AEOKawajTdiWPyaWlTlvl4RqtT3p7vYlxx97jI4CXXP8AoT54L5OpcClvk8k4%0A88EPBFEURRCIiKIxIxIRIxFBF+n7scGqsUV24eP9Af7H/oeohviODjMjDJt9%0ARGJGIkRQokYiRFEURXTXXqqrK9zPs/4RqdPnlCWDbkUREURREihRIxPBjBKy%0ANa3SNTd3Z/0P+EYyWwWRRWDabSIiJEQjuKJCaefwX6h2yf4/hbhkxhnBgixM%0AUxWHfwx6l4yKU7pbTUW7YdiP/P8AZnHH8MlEizyPyLx0Rjc8IuePQjb+krxL%0A6mZyx/w2XBCRMj46wl2l3DTVKH/yLP8Aj+y612zzLyeDz/DpozmJUsIgKvc8%0AEK/1Etr8RL9R3PR7IX8QcR+mWDdzg2lcZbd35NTZGuHYj/yLzg9+P4jOKfJF%0AtS5K/wDFawWP9LHL+pmcmP4nfD3R8OcaYd+ZZfKybsn5MY/ij5WBeEvwPkzn%0A/wC7P//EADMRAAIBAwMCBQMDAwQDAAAAAAABAgMREgQhMRATBSJAQVEwMmAU%0AICNCUGEVM0NSJHBx/9oACAEBAQE/Afy6FSM+Cxf8TfwVLpbck/8Axqy+JF7y%0Ash8/iaW2ZB3l3CvQVajKmaOvaGEuUJO2/wCI3FG5qamVqSJJUoKBT+DU/wAF%0ATu/JF9H+H2uyc+2jTU8nk+RvJ2Kd1uaukq0WaWbUcHyiI/w9bIqPuPf2Kfl3%0AR7jPYrLsVu57MV4vL2L5br8OiitV9yELEtujImopKpBxZoqjcHTqcoh5PL+G%0A2HLYVpTuyi8pYjqZSJ1XGWJObiinqZXJ1EitJdxSQpKpG5Bu9h/hfCKjbMLE%0AIY+YpvzFT7ysiC3K8W2icLkKjpEK9yMsvX43MUjOPBZFkW+CzGpGMv7HwSuz%0AElFy2Km0LEFZkotyuT3MbMSyiYNscL7DirbFOThyQkpq/rpWHVprknrdPH3P%0A9Ro/J/qNH5P11H5P11H/ALEddRv9wtZRl/UKpTl7nt/YEhoxMRQJ7mJYaMSC%0A8o4WMDExKcnGViXHptyxa48Y8lbX0oe5Pxhf8ZW8drXsoj8T1dVbkv1dT3ZH%0AR1n9zNNp4wveRGlRbd5HYo+0j9PS/wCwtLSf9RS0kYb3HSmnsKvXpkfE5rlF%0APxJMp6qMi6ZY4L39QhMsWGhcFtyxYsWIlSN+DHYxLCgiMt7S9M8mTlGlG8jU%0A+NwXlgV/E61Xgjp61XdshThR+8eoUo+VEqlX+lCjWmPQ1ZczKOkjQ+6Q6Ons%0AT0lNy2Fo4fJHTRvyTp+W0WfypWP548kasXtJEKEZ8GGHB35Ip6r5I1FIt6a4%0AkcDlYpVc3b9jRYsWLfsivkljcxs7jWUhSv6NpIUvk1/iXb2gz9fOr5ZD8Opv%0AzZWJpUP6SU6tR+Qhp5/1C7dM7sqi2J0q0nuS0u33H6aO15GEcUkKEfclGmUq%0AML5XFBLhn8sJXQqtWXKI0o+44pfabl0OJTyRTbt6a3T3K8rFJY7kZiJFvoWu%0Aaq8E5FCpnTuItYjK/odx/wAfmZ4l4pl5YFpzZCFOhG75JOUpXKKdv5CSp/8A%0AES09eoyNGFNeYU1/QR71WNrC0MoPzj08Isp4JDUOTtwYqVNqxKCjwRc/YT+U%0AWTJQxFC4qJDTsVJRNvTIbP8AJbuvL4E7oZB4oVYVYujYyMjIjIlz0lwUv4a3%0AZ9i49z7Rb+glNQVzW6tzdhaVVNyOmVFE9HOUrkKXYW5K7ZTpt7n6l8H6bPzS%0AFTprzRHKrPeAspq0ydNJkJU0tyTg+CioEoxZGiheUcosUHLgjp2uRUxRMrF8%0AiUbelSH0rP8AoXuQWCx6Il13N/2RJddbRcoXjyijV7kFISsSVyLtt0X1I8lv%0AMa/UYQsSy3KEZRjck5yKOcUZuT3ElYwTI6VRMRLE7hg5sWmFQOyKiduwkWOz%0A7iVi5ZswZGidjcjp8hachRsaqO/oUcD3HLEpxcnmyw2kU2nInrIOTY9ZAeti%0AQ1b5fBLXU0/KajVYRukLxZe6F4vC+6P9Xp+w/EKPbvIo66jU4YpLm57XZBy0%0A1az4kXRclHLdEJX+qiL3PFFKUsUfp6j2J0akY4lPTVbkqNRIVCouTCViEZEs%0AikmYXR2SNNJdLCXS1xQFTFBipnbSIQQ4op2GkR4GyMjURuh8+hYpKPJWqpyH%0Aq1HgnrWPVSZpazjRlJivwWMSHZ7f2sqVIzqRSjY8Qm+3shSlcdvcbVzSVFWv%0AAn5ZNIVSSf3EfFdTSV4cEvGZTpNVufY0vjGnaXsQrwqcMv7EvJuhbq/1GQia%0AuPnuXeWQ3KcsiLSHuJl7i2LXMSwjEsJdYxEiETy2O2mS06XuRoIlpylpGT0z%0AKenmT00kKhUtsVqE407yJNX3L34+rfcxJVYlXV48FXVymZMW3RvayNV5KcUi%0AXHTI0s6lSN7lVNVk5SueIu1K5dtj5L2NFO1dL52NdRdCtJEh34MbDXlyZS1N%0ASl9j3NL43qKf3q5p/FaFf3FtuuBST+otjVRsrlyLO027iosjRFQFQMDtnaFS%0AO3sKmYEhEUJESNFvcULFnIj5RTLOxFNsSxQ5NuxT4PEtXZYjSlyWtx9XaJW1%0AltkTqyYrvkf7NLHKoitUylJdbGl/2+LlT/ej5bHiK/hFDgcN2YDi4eZGvouq%0AoSSIUZXdyMNylRdWpiiv4b/NJLiKJ0pRll8jjIgnHg03iFai92aPW066+Ppo%0AZOnlGx+lQtNEVNcGArIuZCTYqcjGxYSMCZLkiIj0VSyIPIjGKHC5HT+52mKh%0AO5JyjsU52fmJ11BXZr63cq7EkL6k522KtV2sODbFBjgztswY4MxNOsKUp/Ow%0A4tMUTExNPTePJKlJVYts16vTsRiOO5iafUqlyjT6qlqaTbXBUp6ac7q5+geT%0AcZI0VN6atnVQq8atOKXMirpITz24KnhU4q9ySadjt+5RlZmm18obS4KVWNRX%0AX1uDK5g2QokaCFRUSTFeQoCgTKnBIRcg9iJYpl3fYp1Yrkzy+0hDDdkp32RR%0AotvKROEDxWvbyov9Vzx2ZwtySuYGBgYHbJU9jt+VGop4RUUSpmBgYFKMlEqL%0A+RGsXlFEcRxJI0bxn2/klF5yiRwT/wAi1NWH3eZEVQqNW8rJT1FLZ7plXWN7%0AkopsxMSnL5KFeVJ3KNVVo3X1YrLYhpiFJR5LIsbkUmRpI7ZiVSZIR7FPgi9y%0A5Dghe4qa9yN4cCrZ7MpYR3KtZ+xWlhTyZqdR3Zv6rHDPdj8xgYmJiYmIo7lC%0Anee/BVeTMTExMSmvKTjeasareOwomI4jiUvLVTNTQtWZ217oVNr7RK/3Ipup%0AS+x7DhCv5o8/BOk4PccDAwJeZWNHVdJ2IyUuPqae2W5d28pzyNJF2ReT3RGn%0ATML/AGsUJkroqlQYiO5ESRHkUmijLHdkWpMtZbFGmpfcfbKyHNRjueI6zPyo%0ASS+pcxLDiYmJiYmJiOJBWRKO5iYmJiRR7lReUxLDiYChd3Kqyp9wwMDAwILt%0Au5OCrK5j7GJiKJY0dTa31G2jS1Fbcb3GU0RqQ4sYQkdiy8rFGSJzle1isTJC%0AIiEUyw47EKdtzu2H515RVEnZmtq4QJNynuNfUijAaMTExMTExMRR3KisYmJi%0AYmIkJbk+DEsYmJFWKMcoSp/BiYmJiSjfYpeXYqQszEsWLFDaQuPpojJ32IS2%0AMkUmjBSHQO248CckSqyvwVtyRLkQhMTITIO5LawrYbijGTJOVJ4oqQjGOczW%0A6l1ZEv8AAr+/1KJiYmJiYmJiYmIojRYsYmJiWLFhxMDAxLEWSiYmJiYmI0Yj%0AiYliHJT4+pF2NNNPkavwK6KdU7hmXROxUJ8k+RELXNhxYqltiNQpVGmXhKO5%0ATtDgUnN3PENVtiXv9bT8mJiYmJiYmJiYmI4mJiY9bFutixYcBQ3JwMDExMTE%0AxMTEcSxGO5BbfVi3EozbHNFDkxJRLMbdyZVHyLpG5GSP42h0r8CjUpbshO/J%0AGq4rYlLtQKtTuSYvrU3iyCUomKMUYosixYsWH0fRli3WxbpYt+xoxMTExMTE%0AxMSSKUN9/r0J2JrIp3iRrHdUjIm+mp6LpAaIxuK6Y5NwKtKM6W3JTo1KW7Nb%0AXctkRF9a9jS1vYTv9B9bFixYsWLFi3S3VDXSxiYGBgYE0KncjG31+CjUujIp%0AWkSjYsNE9isz3ERIsTKSJE01SlZiVT5K03CmtxvJ+gauQm4M09VSQ/2WH0sW%0AMTExLFixYsWLFixYsJDLFuqRYnZI7cpG0frs5KbxY1ci3Ep1b8maG0TdyrsM%0AiyMekWKViPmZVjHtbk1vZFSeS36W9DTqOLKNdSLJjh1aLDRYsWLFixYsWLFi%0AxYsYnH7kO1hx7jsOtZYlvRRqCZSWxYsSKoxCYiEekCveUbE4tS9KpNMo6r5I%0ASy/YkNfvsWLFixYt1lG5hIsW6WEidQy+PSQYmU6lhVDIqMqMfSPIiDFuWsSq%0AYoqTvMfpVdFOvKJDWJkZqRYx+rYsWLFi3XYlKxOrYvc9vSwfSCHTJxGSEREI%0AhPcnV2K88vT3LmPwRqyhwUtU/cjqoP3FNPoxuxdPpfpYsWEPpbpbo2h1Edwn%0AISuJW9NFiZCbQqhORIkIRDokVZbDd36lDIuxJe5Gs48ENXJEdd8n6ynIjqaP%0ABnAvAxMTAwFsxOORUrQzsjvIlWQ67YqrHO/TjcbyYlb1FOQyG5JE9hiIoUnE%0AzbJSsTqNiXq5bEd0YlhisS2qIykdyR3qnyd6od6od6od6fuZtkJT/VM36IvY%0At0lIhEv6iAncTsNkx9Ic9Zy9byhKw/NuN9aituU90cCPckhFtx+Q8PTebfz1%0ARLpKQo+quUJL3J/46TGIQmORJ39amMjsSj0uVN4spyxQ6lzuMjVdypN4i1LF%0AqGnkVtTnRkjTzSpxSE7nuPpIW5x6tOxGZGRUYhEdxkn69EkLdHuSkZMZew2U%0A+St9vST2sWIS7fBSrzi7yexQeXmY3fpyLb1qIE+iI8kmP19xM4Jx2HTZ2xwH%0AAUCMNypHynbO2ds7dxRlU8pVl24qKKM7k2RRb10GNjEcF/7D/kj5xR9iVMcR%0AwMDt2MbEtzAwHAcClBU/MSV5XZB2Fv8A2Bfsb/scHZkVccB0x0ztnbHTO2Om%0AdsdM7RKNkOBCAlb+w3G/7Np6y4Yo3HE7Z2mOA4mJgdsdMwsThcxsJW/CblDU%0ANcka8ZdLG45WO5cd2YjgWsVali9/wu4nbcWomfrGin4km7H6qEj9TTKniEYo%0Ajr+4rolqHYlXZfIW34YukkLad/ki/cflsa2eNP8A+mnp4QURvYtdiVvw6LuN%0AFXaN/gXCH5iu+5XjT+BcEnuIv+HxZWhs/wDJp5eQtY0q72olVKkxR/EbkvMk%0AY4VMSvPGnKR4dDs6d39xRvv0f4jd+xq7ZKojWb08PkhvHH4I8fikvOrFVudW%0An8CjZv8AFUrIVFIe/wD7t//EAEgQAAEDAQQGBgcFBgUDBQEAAAEAAgMRBBIh%0AMRMiMkFRYRAgI1JxgQUUMDNAQmJQcoKRoSQ0YJKxwRVDY3PRNVPwRGSTorLh%0A/9oACAEAAAY/Av4uwKuF7bx3VxTjpGUbnjkqMka7wK0GkGku3rvJVaQRy/hH%0ARM2nIwyZYFWP0o0VuuumnAp9jfUn0hdcPPNel5LJOYNAxmQzXvbpdYb1QN6h%0AmitD3mYho/01JDaNM+K7VrpaV/g/DMpjj4+Siedl/Zlf4fbWh8daxkqOZ8YL%0A4tg8FOXQg+sCknNCURC8GXB4KSJtnbck2mo6CK7XP+DrxQj+Z+f0hSSbhqN8%0AAiRmzWCY6tCRVruBRilFJmbQ/v8AwkZXe7Z+qktL9t6a3lii07wnQu/y3FqF%0Aoh99HmO8EJGb/wBP4Q0TfxFCFvu48XKKH8R6ZGbpG3le3HAr1hvuH+8HDmqg%0A1B+xNJNfu/S2q9evP0FaXrhWkhv3fqaR9kUbi45InN5/UrHaOLlaLZJsNw8l%0AUbx0QTj5XUPmqJ0bxXcV6tIezd7o/wBvsS1f7Lv6It0EOh0J1r+NPCi9DiFz%0ALk1yNwLV6VM92X1Mi5QUqo4H0lbIy/faylzl9i1K0r9o/otIdiPAeKdQ40wW%0AhbtPNFA76KKqeym7BMdyQePNXD5HgjZ5sJo8+fP7DMImfEDtXd4R9GesS6Lj%0AhWnBRQyWiSTQuDonGlW0VpkMj3ttPvGnJU0z5A3BoO4fYt52wMhxVBgFQZJj%0APxFNkY9ojiFSCtFM5rqm82nTLD3HYdLZ4ffMy58kHt8xw+O15mN8Sta1sXZu%0Akl+61dlYbS7xahd9FTFanoh9fFf9I/8Asv8ApJ/mVf8ACZfzVZPRk4WvZ7Sz%0A8CFbRdPNq1LVGa81VrgfD4/RN8+pJJzoFaPuqP7gR6GndK2n5dT1qIah943+%0A6D25H4ms87G+au2KyzWk8gtWGKzN55r9s9KSHkzBa+klP1OVW2eIeKvHQt8A%0AqMBf91qA9WlxwCr6u9fuk6A9UmHktiX+VVeyWn3EBfZU7nBU0ULh4L92Dfuo%0AmzWu0QndrYLsLayccHhUtvo11N748ld0ujf3X4KrSCPisNorn0ucmtVp+6o/%0A9sf0R6GzDON1VXpoVoXHsX7J4Hh8PomVmm7jMVVzxYoDuG0tJMHWiXe55qsG%0AtY0KkQdKeWSxLIozwxLUNJa5D93BEuvOO+86qw0SutY8+DVfFneLjsysICfN%0Afuzv5gq6F35r90kK0ZhewDFyocPFVY4jwK1LS4j6sVrxseu2jfEr0MjXrtrO%0Aw8xmr3oy3PH+nJkhF6Uszo/9Ruyg+GQPbx+HqU6R20cupHFu2j0FrgCDuKpu%0ARLR0OZxCbXMYHqaMo2Wc9qzf3h8IwSODb3FXbOTZ7Hvk+Zy7KPW3udmVQuqe%0A61djGIxxfmqzSOkPM4KhI8Auziuj60NJaJDF9OFFfJBrxcsLlBwQDGSPr3Wq%0ARgs1MKC8UOxjww2lrQtr4r3A/mRL4g0D6k574ni8VjTzWqPyWrK7zV3VkdyV%0AZM1eie5h4gq7am6QcQuylFeBzV2RgcFp/RUujOZiOyV6taW6C0j5Tv8AD4a8%0AdgZc+hzWjVG/pkl/COvNFzvDqXnZlCSLCZmLSq5OGDhwPwVV2dnfPDFg0DJV%0AnZHFTc3ILR2erI9796vwvIdvrjVFjorzhvbkrzrQLvCNYNaOZVIWul+7ku0c%0AI28GrSkaSKmIca0VY3RfhTbkMrq/SiGWU+JKkY7RNO1RYRwr3UKbCIsTicUL%0A0L2+Sxu+BVW6v3SrtnlNN5K12/iW4hahWsKK8HUPIoNd20fPNCSJ3jyXclbs%0AyDML/DvSGEzdh3fHwmibl8xVFhtHBoV04k5qsePJHcUB14pOOqejVCvZlA9H%0ArkLaj/NaN44oPYag5fA0KoA1jeAzKrLqxfKz/lVOAWpqx97irrW4L9k1X73j%0AJXrU0zjjw8kLrh4UxXZRXBxeq2iR0p4blfjDbrtqPf5JpiikkrwCN2zho3Xy%0Ao3uMQLtUraj/ACRq6NPnLGPrlQ7lrwyN8lr3fNYN0UfALvt5ZqmR4FVGqeS7%0A/MLGjQrzMejSRH7w4oSRnxHBXmas8etG5MNobdkprfBXW7RyVN+/oMvyMwb0%0AxwkfU5ajqLcVee0gcVWh6MGlbBRf3cU1+1UKgHRd3HLootGf3eQ6v0n4EuOQ%0ARtJfmcGnIKrmA+CDrQ17W1wFMFhI2gWGrFx3lUaKBaODzduC+vv70I2/tHLe%0Arsk2g+gbSrQfedii6yB03fjZuV5lnAbzciXviaWYijVU2hj68WoRiSLtMNlB%0Apja4DDVREkTw7gtLLdcTuG5Vifh3Srsuq5e6oO8UNI4yNWAFEXMy3hYK8zPh%0A0CaJ3iOK0jDiNocPgrxWkftHoELNp6DBkOmWb8I8umWBlA54orpzayiAJ3dJ%0AbxRiOcZu9NRmFXoMbxUFGxznWbsnvD4Btnbm/Pw6AzzPQGFo7zkbjnsr3StE%0AyfClTUIN0DXN+goRNjfGfmcRW6ho5WlxzJOK0Yj0snDgg4y6an+W44K7MzQc%0AqIzWOA3TtXvmRPrDG1woBkqMtZbdwOqnyesh93VaS1GNkbX0ze3cnFz9f5r2%0AarZGOvcRgEI7TJSvd3oi4FdfjHuKIL2/mqsvOjPLJUERV4Bra7ltqpJNVknR%0Abnt/X4K+dgZKcWIQMggddLpTtFXyRlWqdaX/ADbPh0udUVomMMgqtolYNcU1%0A8RtLLTTVuLR2yygXhtgq/SuC93+q2St6l1tWQVWDx003FRyykvsUgplsuWmt%0AW1Ibwb3RwVWG7K3FpVHC7I3B7fbyyk76BbSMhfi5VLskXukbVyNJGlXnObV2%0AJxRdebhzWs5t52JxRc4MwyTbshbJmaOV5k4fj8zcU59os4nLuBRdGZYSPkeK%0AgoyX2Wclu7epHNt0mvjmtHFaL8fD5iroLbOByqVhHNLJ36Is9Xa1zeJQa50b%0AW78KpzJJ5MDTBUcC6nNbAvDAotogiFXpil4OQI3/AAGjbl8yorVBDHFNBaHX%0AgXOpcKs9gklrcYL5V2NpctUBqxlcsTXqOkZJBdpQEqR88jXvca6u7qxv4GnR%0AgStpUITYWOaxweHayAru6PXIBrDbb3ghIw1B9tLHTJyyV2g1TRUIC90yowOC%0AcNG3EcE15hZUjupwELK04JrtC3WFckaRioTZNVld99VYZZC3HVJKvwQWl3jI%0AQmYBlDsmWpKJ0zrxNKE/2TmSyuGG7irx1mb3XarSNbqUpqKjpp4Txc1Pe23u%0AIrQHDFV9ckT3tmoCeGa/eP0Cc4S7RwwXv2fyq9pG0rwWbFm1HFqwAWyFDe2r%0Ao9vdbtFYuA4lUjF8rF1BwHVPULHwEkNq3WOJUseh0TmnEXq7uq4JruPVwWOK%0A4Kv/AKaU/wAp9syTvinQ4d4VWJAT2F+eOCq1j3+S0QhpeNQXFEF0bfDFCOe0%0AOufKWol159e8VrNaYP8A8qlliMvOmC1JmsaTUsarjIC2fIl2NE6V7mTSn+qY%0ADnUp/gmFtWPu5hGF/axt2qZlXQ1opuyRZZJHsHzOrgqNka4bqhGEx1dTNhQa%0Aasw4IMY8G+sEGcegM6GtOyzWKp7YuciWCrzv4Kr3E+zjjEkMVG3g54qpXPnZ%0AMSdpvWfG5zRddvKr0Pldk1tVBNaGUdO+6wN6hjfrMOYK9VlP3Cd49qXwiske%0AIQcJQONFeErrwVC3WGYKwAa4ZEBXH0D/AOqo7y5LQz/hdxRjxkPBoV2lIvzc%0AECX6U/WjJC/Q7+SuiPUrRz2f2RbrM43woDCG0Y8FxCbpHBtXOonlhTRyUx5g%0ALLWcaVVItdnA5rRN7PiSsFcaLzlV20UKSPHAK+4grWYUXE08VmtIRrSY+2xx%0AO4Kjj5e1ANkZM5rauLtwVoihiEYYcaeC8upejtM0L+TsFo3l0jr2qWmtU1hg%0AgnY0YXTQqlqs89n+83BaGxSxuvuF6jtyklYyQQWWGorkXclY49KHyzm+6uN1%0Aqro3iIuuiTcT08HDIq5NuzV5pqPY1c4NHFXonteOLTVSWC2ag/y37itJD7uT%0AEUyVfzCvNNHBXXYOG5Yuo7dTNBpioe+7JdrLpBwGS/ZyHDulXZAYnfUr78Du%0ALc1rODotzXIB9mcPBVeCOTmp1RnIHJ8khD21Ib4J7oZCBhqnJUtEZZzGSke0%0A1q871EzzRKq9oN41QbC8624q69t08VdjxKvOxK4qrvy6GtpSJuLkAMAPa0bi%0A9aR5qT7EnqmOaR0Za3bb/RWgWe8WA7Z+ZeXVbN3HV6KOAIV+MGB/ejwRa+7b%0AYN4+ZEwt0M1y7cOFEyKWJt1mIe059TSt2hnzQcDVm8IPYcPYGoqnf771HaIg%0AKhhrzoqRl1eBOyUbuEjcHBXGtrJwVXuuHddWvHf+oZrMFVicWH9F27PxNyQa%0AKSuOQV/SuDuG5HGN/wCiOlgd+HFGNuNBedVXA6jnBuSujc4ohY4oPY4xuPBd%0Au0m6MwjccDXBAJx3NwRqFVho5XS3FVrXoAzJyTWkdo7a9re37kXvx9jVAdVs%0AVms1nc8sqXS4KX1lkLCMtEahDw6rmcQm1zGHUq9tHjJ7cwhHbNeL5Zf+VUGv%0AUqNk5odw5oOBqD1yLOY7/wBeSdBLJA+MuLtWtaoFwrRZfslqP5FNt0Pg/mhJ%0AludxC1XX281R2qeBVcjxC/7jf1VyM3dxJ3KoNTxBWrM8L5HKr4XU5KWTvsNF%0AJMBssDQrsbL9MXKNhJYb+RTzwCaFIeaYG6pzNFrgSN5LPE40TWcMT0F3FVGB%0AVSjapG6jNmu8+2PAZeyazz616X0PM8twBEin/ZH2bk51aoeHWmi53h1Sx4Ba%0AeKFmcb0L/dk7uXVunyRszjiMW+yfCdr5TwKk9HWv38OqQd4T4t/yniFo34Oa%0AtYVXZu8ijE5hYBnTeqLD9FqyHzXyuQiLC0uTLueLVVuWjTpxHekONFFHIzRv%0Av6wcnaOTSMOFCqPFw80Oace6KK73iv7pztoE71dGBPSyFu/9EyFgwaPaX5pG%0AsbxcaIyRvDgRgR7N7/LryfdQ+71o38dXrP7zdZpTH8R1Y388Vn7KP0zZxlhK%0AOITbXZsXAXm/8ISYtc3aQ+dv6qgwPAoSccCsq9GrIfNZAq+RSjqLk1yjhaeN%0A5C0WiUgk4Ab1HLHR9XUPFD1ecubXBjkY7TEY3H8lfs8nluXaClTWqwNQAqbz%0A0FxC1Tmqr1mRvaSfoPaww2v3AgqxpyLk1kAaGXt3siUB13gZkImmyMei/aJL%0AoK0kLw9vTXu4qvs6r0Vdj0hedi9SuCj1y7Otd3L2LonirXChUnomf3bsYSVp%0A4sGP/qjG7dkFrBFrTeHNazSDkVtLPok8Ko14gp8w5r0Yd2ievShu1AtDcvAq%0AK4a5prHNrUp0lnkMZ7u4q5aIdXiFejko5UcKhvBUB6KoOeOyjxcqD2t20wte%0ABkhHCy6xm72TGeZ9mHm9Da7NJVjSNpCUQgSSgOmazNqjdpm0k2OfQQqHNuHs%0A2gbyrNJIDeg2MUY4ahpcXey9YhwtEGswqjtsCjhwKdHsyxnNVcL45LA+Sr3l%0AiFhULbr4oXqZIb6sWrvKis8wfpGZPGYQs9naQa1J4rHcEwe8AxTWZGu9Uzrg%0Ar4qxw3hXiL4O9VZq0VM01jRVxyTIs3ZuPt3NVPYuf5eyvxwGbHEA7kCLrnD5%0AXDEKRkbWP00t4y/M0KW0vdoorHqx8VHLONFpXUYOKwIKcO8K+zZwbrH2lEJ2%0A/utpNH8im22DbbmRvCuneq7+Kzv0x5rEELB3QDzXHMBM4YfmheduC1cRRONN%0A1E76QjUYAIBpvAY0KDSLpKqtnFVK9embgPd/A6UbLs/hNJjHLukbmqWpumj/%0AAO6z+6kELwNJm5u9GdwDzG25AGjLmopH2qmrrNJwcVffqGPaxwoUJGGrTl7K%0A+8do/E+1fZ3bxhyKk9F2z30OGO9qLNxxjK12/kqg1Rb0YEhHXWG5BxzKJcN1%0AE7RuulPEo35hPcDWrkXcSnO4o8MlE0ZXhgrLY3WWMtnycnwNy0hqeAqmxMFG%0AtFB8CWOyKunZ3H4XS2Z5gk5ZFXLYy59Y2So7TE9t9mzXEFNgkoHTvvSO3eC0%0AezZoMSa/MuzdX2AtMwoz5Rx9vH6Ys23Ge0HEJs0Jq6l5h5oteLrsnBVGHgg4%0A61OC3hYO6AFgTUqikPgnO5quTliKrDoiPF4XonEfMpZn+8leT5V+DLJAsdZm%0A53WA9vRwBHNX7JJT/TOyj6ywxuG4/wBkDZhUCS+5vFPtTo9Hq3I27ym2eYAu%0ALa1G7q4Js1pFG7m8UAMAPbljxUOwKf6MmPYSm9EV63GNV21TcrrxlhVYKhWS%0AwcQjxRcDgAnXRXxT72q5eKa3igOi7Wqh3a4qjaNBZ5O8/NGcQyaBuDXAYO6B%0AU0rl1KuNAtDcdlW9u9qWvaCCjJZcR3VRwoemnwQZfu0V+Ojxvoc0172YtOTt%0AykkLrznnPqCKJtXFB8tHyf0+Cvx4TxazCjFMO0AuSA8U6B+bf1Cq00VXCteC%0A4LBHmvJF3FPrimXXeSF4Uoi5FyvJsTBVzzQLROGq1lZOaju0tHouc7JzbVER%0AWl7S2MvEbG/15L0JI6V8WnJvXSvSlnFtmLYIBIwmlar0NW0v/amHSDwUMHrj%0A7zq4Rt1irDK6QsL7WI3XV6p61LNF6sZKP4qx2wy19ZtGiMe5oXpj9qkPqpFy%0Aqhldm9gPtL0jMDvG5Xoe1Z+quuBBTnfD0jYXFaa1u8GN3oyuaBI/9Pg8U23R%0Aj9mnwlCFqgHaMFa8Qrj8Du6ckCrvQ6nFDkE5ywV3+iojb5RrHBidG7ZcKFMA%0AZqx7La4IyPjF4i6TxChiEWrDjHjknudHtsuOoaVCic3TVh932p1U2R7Kvbk5%0AeriLs798CuRQtgEmlApW/wDotKIscwK6oPGinq2Q+sDtKvOKbDHW63AVNfaU%0AK0TvwqJtosxldIaNujFXrI5zBfukP3Fa0BI4txWOHwWq0uWs3RjmqyHSFYAN%0AaF6y8dkz3Y48/hX2eT5h+Sk9EWs9rFsV+YLSMb2T8RyVWlaw6arCqbXWxTim%0AtVeCLimx01c3lNjbg0Cg+J4HcrFpNI27Ib5ZmFa4iH+rF/ZOeKOKMb9tmBXa%0Awsd5Ls78fmuzma7xC91e8Crr4Xg+CxaR5ew1WOPktWB6xDW+a7Wb8ggGMvyP%0AN1tVEzH1XRtEnAV3qyWeFx0DXUcR8x6PU4/dt96f7K6BQD4Znpaze+h2qbwq%0At+YYcin2eYUcCr3DoKNPJFvAJi8Sq1rRXd6DG4oF/vZMXfF6VmYz5q8ELSwZ%0AbXMIOGR6jHbpBQrFjT5LGBn5LGzsUj22doIahHKwObTJfu7V7hiwiaPJYAAA%0AdR052I9VitEkjvfRiOnDmrHckP7Ma5bRQhhxmkwby5oMGeZPE/DlpFQU6xSH%0A9lnNYzwKFuib99YKhHRRGvBYHcm+CAPR61KOzjy5n436Hfp0GznZOLOpeGbD%0AVBw39M33Ch909Qu49Iij25DdCbGN3QZH5BG1T+9fu7o+DM9k0epi4OG5RS2e%0ASF0z6ZtwKaJnt0m9WSy9mYJwd2IoveN/NYuA80bvvWazCjZ7QO1ZqSNKdA7Z%0AOyVXpPgsFjiiQmWeMVc4pkEeTR+fxpaVon57lq7bcWq9kciOlwcaCi0cj6ub%0Ahguyg/Mo3Q1qLHS4EUyWkiNHUWMgPktaNrldcwsVGSN6Kp1qOyNWPoqVpne4%0AjOoO8ePwjmOxDhQp9klYblleQ13HgrQGQkyMhqHurgfpXoN072uOiOkqePFW%0Ahj2XZGW3VruCcNJDoJIRoXSHAHiOahjnk0kgbRzuKZ6Thb2MmEwCEsVC9ovM%0AKLTu3dGCPh1PXZW679nkPj6jaGSx2hmtKPdvwd4qtUY4O0f+gVZZD4DqnqVB%0AVCdI3gUIrOTpJMCOCaxuQHR6nEdUe9d/ZBrRQDL4XJYgFe6Z+SxjafJAFjTT%0ALDofA8YOFFJ6HtR1me6rvC9biHZyZ+PWaKdkzFyDWijRl9gaVv4lQ4tK9Va7%0AAYOcOsUes10bqObvWOErdoIRxYyyYNCpm44uPE/Gs9JWbCeDHDeFu120PIqS%0AzyjFh6ga0VJTWEdo7Fx+wpCNmmHIo3vmVOqU7qlxyHQ1/wApwIRtc/vH5Duj%0A44g4gownCyWg1bwBXr8Iq9m1zHUNulbqM2PH7DkYMy3BEcFe3jP2dwefREKV%0Aa3WP2A6PKQYtPNPsdp99FqPB3pzQOyfi3oZZ483FMgjFAwU+xDbLO2rTtgKq%0Aw2Tl7EvO7oEbG3nHctahlftH7Bj9L2cajtWYBVZQupejKcx4o5poQvW5G9rL%0AlyH2MZrP2b9/BGGeIimLHDL2IYMaJtWXb5o2uZWq2shzd9hPjdrMeKKX0PaT%0AhnDXeo7WKaI4yNVBl9j6F4qx2SdDLHdfm1zd4XYWrycE9sZY+5gcU6R8Gq0V%0AJqtFALz+Cxhp5qrpY2qOHSl7s3cgjKI2im9G2TNo52w3uj7C9H2Vry2O0S3J%0AKbwrRYI3H1ZsIe1nAqGaB2jtERwchexNPsihVR76L9UHjeuUgVo/2ym/cKpx%0ARccmhOtMm1Lj4Bf+3iP8x+w4ZA+5LA69GeafbrQ+9aJG3TTID7L0jNofqsPd%0AS/oU2UZsNVaD/pFN+4U0eaZZRsjWkQsUGZ2yPlCEbBQD+ED3XZ8jxTopNsYF%0AWgHNrHNKb9wqSZ2TUZXC9aJzg1Fz8ZX4vP8ACNCg8Zb+YVsaMpIi8IH6ChG4%0A0jj7ST/heuSim6NvAfwnRSxuzDCB4IvpgIzVdo6kQNXknadwVQ5t3jXpu3hX%0Ah9k0vCvBXSKczXq59GfRn1c/iS7eAp24Ayvut+6rJDGy8NOBdrS8vStmcHRP%0AGto71Q0KOKxyvvRQBz26Oo/qrDZ4XMhdNHfe+lVY5JH6V7YnY0oCUwySCRxF%0Abw+Goh1D0HrHqHWo0ZlXGiSmeDUHse59cDuHmjXIYDDmV/5ggOOScagU5IYH%0A+VFAjf8ASFgQUdV/8ixB/JYXf/Ahq7q4DBDLHOpV2rOfj8TQoyMGsU2Oe9Rp%0AvC6aKWCjyJdtxdrFB7g8G7cwdmFDDdeNCKMcHaw81E54e/RsLBedXAoQRFxY%0AMrxr8N5IIYdP6oiiPQFWiyVV5ooreqb23jT+hThfGOy0bk40xeKBvFBuJ51R%0AB34Z0VaDKmacAP8A+ojDPvpx+lHD5eATBd8U8uwruzQG4bwiMsP7IYA0FNyF%0AC/ydRE4kH/UVP4Go5oK25f8A5CtUYnM7/wCKP//EACsQAQACAgIBAwIGAwEB%0AAAAAAAEAESExQVFhEHGBkaEgMECxwdFQ4fBg8f/aAAgBAAABPyH/ANZZEG2H%0AWCQYRmHk+IIXUOv1dR8jAUNoYlb8seUvf3Ksh/5A17xRnigVfP8AuCw3u8EG%0AvzwsCpusjOIYCFqV/BZBJOijC26/3BBoCgXrDqcf+O75qiZaK/Fz8w4pQ/wy%0AweOw1x7zicywryBepqHLXr9sCIa+CLMnuvM4/wDGMU8MFwTJKKykgOXzHxQw%0A0IG+6a+V7PCB/wCPsQFup5CR5TVA8HXRLJ2fUlTWEGJzp+A4lg5q+0MTTGw7%0AXX/j2kvNjfQdQP3eLwQh+h+M1MF7Rx0Aw9zcNRgOjbMHODRgWP8Ag3UoN3K1%0A5triDsqbPuta8z29ra44uDif8KxemYhgcQ8koh3lPMfOsB8IN9ZYMd/Gf6Of%0ACXBkSYGzA8ks0cy8Qr/wTqZbv9uUmmZfu3Cuw7Echm4HWJMU9zfmcCt3vf8A%0AhTF9TXHQdIwetzzyYn36nmZyhPf3GrraN8mItQicIcvdGXtFwlPiHS07La4Z%0AhrgeHpB/XXLlIuIAF0QFQpMw4XMYfYouiQAcLRBF5p2e+4xM1hfaxv5ly5cv%0AEvP69gZnKp95DkLpW6kPuf0IxR28WfBihEmbmeIb/lfYzCWNMwAM/g5jdlrm%0AXUv9VcslhzLdrumIhmdWwCXOr4MXl6YsCHtiProzyoKl1c1FofEIQz/glC8Z%0Am4PyI0xKE+CJUH9q5Z3+tWI7ffDEhJHQH0ZKvfzM/wDVTBeISfIF7woo48kN%0ARQhthf6cxYpoPG0c8E4RlLd+9xUHsix+ZmXmNtxuznv/AHgaj0IRMcb3wFCF%0AkKuULPYuU83xEYK9wPdntLeo8sF0+HEZbGk0mZsXtIxrgYLadR1l5KLNnS5F%0A0i5T7wns7huH6k9Geg/mU2uVtghHe1YntHbPq2ZqDL25ipfXF8OZQA4T1hIC%0AxwkQnW+KQf0jFRa4lnH6G0L+mAWiH+SC+zU+DWBDPXNf3SteYTY8yyi70v8A%0ASBPo2eNBy9FLKThPLUIUxbD2/aYT8NnVAMh7VJYQpe0EtjJn21LgpyxqA1yW%0A65zyLTb9Zc1V8YYlXknN/SBADwP8TMw6K+qVUJnZKg/VFqNUugw9/wBJcsiS%0AWjlw6PQRT3k+EihJ2yGIyAAFV4hZRfQBLSkTj/5jH4P0n309zpDP0LLO5Z+h%0A0me1crQC3ONz0V7MoIPkPmhfs8tmxdr+B/ueZNWJ7ExtvyfaYy35/pHBZ7bf%0A8kIKu3ugnjbNLmWTpBcZUlXEVR/EJm/Ek54MhWlhCsbKsriUab9ktKA9uaSV%0AxkQBVvHSXrR8M9hwqVYT9/5gF8nUI5Z9iXLzzbD4JZ3jOr+SW/H6Rll0Qv8A%0AbN3ECXtO3o9QEJ6Uv4SHl633xlji8R8/oOPMViksd3yPD4nmPPfJD3h+gVkD%0Ax95C8r4gIWOoZZvocz2n0gde65fTwXN83iZmLm/mXRD5/qxq21sfu1GyVbLP%0AzEOrU+QSOcXmqXNZGlMIgxOBEAW7XPTx9ouF+Vg8qfdnFg04yp8esEo02rpl%0Ar8ymKaoxlhKvsb3tKPUFeU9mKKddwxKLmhl8ZPtfMsUYw5XTMkvOxV943TlO%0Av7IQfoXctR/A6lBYCZrP3wwfzh9stcCLXHgvc7jrPv6fLPLPfPf6eNC/8Hov%0A0j54mYtOahAcx1AqFx/yDB0DtE0/QE+Ydx2m8Bk/medQDvzDggoN42/PL2Sl%0A49u4VGO8Uf3M421bgcAxr+xC7r9WfpMbth/GW1jmD6oGFuv/ALzy/T+mE/DF%0AaeIxyCY51MypoU4TMKnnI+0sLxLoZl9bLWx8xAAA6RkftwMsPetIjKqR20Nn%0AM2AuRgOM5PtuhMybn2oSoRQ4TiaJCHk5mn6HlXGIPOWV3KBbDY/u7y+h1BmO%0A/YNROX8XM0gPhiUL2tEviVRWhg/gM1HySxquhIrbyswGgETEyvM9ChGHcJo7%0Az7ftFt6H5zf0FsuVaLYeIvHHaAB7L+5Fup5KCJW7fVGIExRbk4/bO4Do53lV%0Au5liujg+7M3PqofMyePZb7wqwuBZ5eJjyu8w+0WZ2esrWblE6Mf6ICzVyWHL%0AubmOFWINwJRiI4WoDE/vTJKvfeuYUaMYWJdut1TMJi8TIJf/AES0rEzsXLtO%0A0s2dSmE9uB5lCRg7U5uafoGCYIpeN8E4nPfr2OWHDQQjqeBr8P8At6rPQVx8%0Adkq8EZgltyj0FLQqPyDX8ejqe8gQw7elapVLoG7/AObmv5vKMtH+yENUQ9Xf%0AwEeCvaKtBwbg209kPpFTankPpKwKbyX8x4Y4lIN3+F/eP1k0PvXiWlh/o8JM%0AXmp+kKK8mkw67mWk1WX/AGgnMZUdTJREEe8RT1zz+0FHfN9QnLW8z/cAqQYT%0ARN8ayldyrSxp9nifTPRGfGFpyInaylRVMLW19iCSrzKkCxmYwiuH+rnBNPz6%0AErRC8p49vc+hxAAOprOLA4mwDAvHoWphVMC+ZWXDNZzzNd7A9GFDYqDYnk1F%0Ad4QL9yUvTbgOXHIntAyqqEN9mJsx8ziIxmb557x6ImGXBLkV5CNRSXz4b1L+%0Aw/EfzbuBY4CL1AppoIgXTxHCBPtEYaEIge5pkF7gzQ/6EYbUgWrl87iAMaNG%0Am4/PcmdZa6HrMvidp1aTwTTR72NJefBCz+rAoUAxodPEb3tLXbnqXJfSRNCu%0AWcTL1DpwSlEsMlx7ZbihNnpcVzIZy8kqMLOI7zswyp+SIF85lr7MzS/mVtx3%0A84YwGBZD8+52G38Q2SgKmfXaxufMAQCd9cQHDMHBLqr+s2U8QEJ7mAXAlQyA%0AvEL17y5QJwwmfwgSoEPQ2vmBNEpzd94Jy7sSLdogYxKjBoGJRuGkI0X/ADcK%0AEOyH5b6SR2HXDmIMmYQlNI+aE6h0b3R2QCnyAjSeRHF6mMXwGAUlzNk35l/W%0AFmD7xOTRj1e5MPXjL/WXzZrPsgY3aUiLvq2Zj7ObUZoCP2B7gRzyR73UplF4%0AAfMwXgRhn/BtwR5FDdflHNlJpVKpOfMALiIt0ibTtA1xB0zIGXWGNTpgqF9S%0AqZ09xYHlfSa/mMucn6/HmDy4TmXDuziKRnLlVfMqBKhtIECFpXyP1XOpxXvo%0A5DtmfwgQgJ2XVk8aPQPQVL7qnUExVi6Zxez/AN6Zb1B/KfR1h9UenRFD43LJ%0A98YE6qHb3mw60ZRlRLWt8QRa6pBL98Kj2Y2yd8tyz2TF5t/U3hMUoPdiFzAD%0AD7PEtdUvTysuZIQ7y8AJWHu17wE6sXf0g7DGfMSKmYau1PNC+RMplwfQCUfo%0AxqgdiZWAJjstHSLS1WHiEBofaWB4d/aGqDUuNF5faGCN3SfaHC1+cFQoIRdz%0A2hPaDePwVKjguGgIECCDG6Dq+swt2+jjUyp4h6AgxnH62DDCIDY8kIUsHP4g%0AhFCezh9BRRQlWorfPP417w/LDD8Iz/ePoZDMo+q2j2gTur1DzeGkilY+tDxP%0AricwY5McMJQVq5Dvh0wpcBvyz9JeAzg/eS+9w1lPCNQoawVuGKiDveIbvZB8%0AxQzdYb8yzNgtl21T9BAAkDxJ8y/QXgHzGcV6xa8EwLd5XuFwuusEuJXyGKma%0AUrbuZYLhvdQ0al7GZNTVKxBdBhD+056GvymXM426ds0YHhxK/GALB8wgeoFF%0A43WaURd27sNzEg9CTaeQr7Ib2VRGVNpA9XzLF3u36yO6ihhZzlIEXfDqCtdb%0AJD506vuL9JzCDsFwzAKuPYgoSdS/yDXtE1MnvrAXD6EymhOZU2/ID1Koc/Ql%0As4WYSR539IzCLL0MzdbBi/1iDW2C1Blgd7/hnhQmA/OpgmfU+MeNi20X3h7i%0AsuYRSVHILjwcPhUlLp8l7S8MMq9yWDxOuRqMwjIzStPaWZwR8xRWRbhUS6ht%0AjuafmC0P1oncHnqdydcxyvHAjzDEzxu2t+IbdCg68eh+UpgUmjqK+FrlXllS%0AoeoPR+gp+GBzldAudiNhru10ZmD7vVSSakMl8OYIh4Z4oUkdcGpALuKY1/mI%0AIuPM+MZGXB7mrJ1esIHhHSLSTbAAq+0v8Y6QrTKU/wDFxFxwQJV0xaT/AIig%0Ay9jmWXcnEhQANt/rFys+99ExoLxH2nXL3htfcF79SjO//r1Klg5yseAiGnRi%0AyChzE61OQzRLwj5y5zCPAH7xWXKB73CLpStR8hE8IipKTKZnS8d9wjOCo85Y%0AVjGCVjHMKw1Z6WYjdE1Mm6zX56gwLVAnMAHD0PyLlkbLL08xuFnLLWMr1D0C%0AScrp6IEknoLaEayL1FluqYCpmXn6JJ6Qp8xHT2Huek/SJEdQfNHCuaE+0VAA%0A5Hv8Fav8Q6Y/LevD5aDLPxWinGr7tS4LTFKfPEGjk+8VYW51PVnVHA4ZgHoc%0Anc3OSrf6xku9smDHxTA3R94EEzTwv/1FBvdkw8Rvm/rEQQ7zsY069kMv3gDx%0AHtA353Ga+twfECYIUqeYbrW2cmUTm7eMtYfJ0/8AsU0Ab2l5CtZY3FVtwOR1%0AC3cqPaLvFVLLXMal8VXyQPy3cp9IrDxR0NECVAhBBBBFEe70SSCCMzK1yyVH%0ANVzuG4PqfRJo9QubTR8P4ZoeKZIQn7lfwH1YjqKtxymdrKPUPxWMz5jjucU6%0A6shGyH7ODL2NctFXzOk78zBjrc38PxTywmoIXPZKhbaX2p7Z6ymxpr2i+QD4%0AlDLsH0iUzI62jM7cU4vqMA1HSFcM6dtn+jMsiPZNzFpbJ4MB+cys8qJwmeBi%0AXRxnYCFGvVmAFCbRYa8zew8+EpBEIb/L8AGAlNqS7GVSuZUCBAgQIegIyrQ0%0A9A9KSQOfW0Fh5Qhoj9S6DN/4/EP+BY9gJPCO/g9dIl1VV9kwlBfcQ6/GxubZ%0AUPrsjqHvoVmEZscDCdx23GGMhfUJSRiC3Zp3LOBPZqecXyhve3xHy8VOoRLM%0At83j+YJDBUdXEVC53gHMo+bDhhlm5Nv+YJiYClxWaJlNqWy9roYNqx3uyyHT%0AAFDRLiBonLfAGABT8wtUMX8EEPymUhNidz+pxY01hKlQlQhAgTuPid8VmCCD%0A8BAn20CWg0+fGa/hmCDQMoxa/EvHHJ6tnHaPpmCOS/xQTRr8P5i9G5kuDiYs%0AXNUQPkb/AGfk3nqDsi8tixiupopPwdJmcOXRNe+5Mlca2Pmal60XOCD5gjFv%0ATF3gBuRVvzmC4rsV0YxMIlrV33LkcQ4QKTySPEIsa6YHK0DApYB3S1tTo/qY%0AS86QytYBHBCVxMBLP3tC9SglBr801zEbPZhjmYH4AQMGDCBnzn6UIUXqIQgk%0AHR6G8TzvjFegQWVtJ84qndnkkqNzzf8ALggSrQjPWWlKagmIm28u4fknLWUN%0AtcTU+5jJ8x+LXW5O/mAr7t2Piam/dMM1+6J5Knc5GFVD4E1bMKGdr+YjD7Tu%0AwlikKXLd4Yu92hn3MouGfGIzGs5YSZqVukZ67Yv6RjytR5RhEp5LaYyZ9CEz%0AJ7h/Os8/mPeJCwm/XJH6STzmXcvb2Qk9Ek8vR5fQINVrSk7Hc58xyv2YLl/N%0AdaO1GEdNr75+svgkvWnhm2Z2MfVgIoo/w8ovQ+P/ABsBKPyiBQJCnSscOzj8%0AwNVcOnmP4V0YYbuaXpHn22C0H1hVYgZGoSFwsXipUqK5HcClN8HiZJovZzcz%0AxlCEc6gh8The83KQ/sj5mZvqA30TUVBuWQw8RXUwB/eUoh+cIlHk+D+DkkEE%0AWCdSqIec90989898L+kQehoA9H/eCcd0GT2QylXw3cDArAk9IkBqMoZhx51w%0AEZyDirfpOOOP0FHMuKzHOhhOjr8yobpdj+5OU7r8KKIfSp1DdLF5Qmlae9dn%0AtG5YMovp8qmRXUVythPMIJmF98zdPSvsTLwgwa+ZfZ62NTgbj2g4e74m27UP%0AggISBFprd5XCJpaHIB1U2clkAoiAdQK/PqBDcHBqvnPR7vT74efoYe6e6e+e%0A+e/8DpJ6Xu9N6g5f3pM9/jP8nEaqy02UsAEDgOBF1uzV8D+oA5RsSn0F6FHH%0AFzHXhljbv2ghUr8xLbhtNKqZUsMcU1FoObncSLb9xXsGFxZv5SawZReYgHhL%0APZmNLAh4lCjdH7SjukE1slmRWjZiaHNbNkMV5qo1l4Ispyh+sXiKLZ1iVGFu%0A9WVK9D8I/KZaBHTyTGKuj+Z7vwtS5NstLS8t6Pnnknk9Agk9Q1tWzIiGh5W1%0A/UCJvdeH3Qq52znwi4ahZlhr1x+6jC+q6spV18vv3QEJgAfnnNFQzZRj0eIJ%0AFMD5O5SuXk7S/ENkKLsGKbMGfuEW82lz8RNan+Myv/vC37JnF/258w+0V8Lc%0AMjrNkAjo2y1NAS3EVCstBTGVZwnfzQ1jn6wUPZcWJp1bllJSUlEuIz5nkXGP%0AouDLJZ+Sk2VmEnvB3s9oXMDhPXVflLxPwc9ASSP0SCCD8GAY3Xq5n7dMAjUc%0AqjaH1czR1L9NJ+yU8V90tQU1Kfz/AGxky2jvEA57InM9yZefmckfiY23KFuV%0A9xAGQwHkXpMBcVl5mSzOcuegtITNlu2TEqTVZeJU7Zoip/Of6jsrcwvkPePr%0AjUDrmCrFHf7AhqnlKUbbCoReFSczBsecpfUSFluqltmMIZKh7/tNKfg2Ducw%0ATw1fBN9UcbmzkZRZH4u9TdkH5PymJF/YcTFv32NP7lTB2JmP6AeoMGDCCCCC%0ACCCST8DvTzLly58A8xBmx8pdTZsaHHr9EMOfKMLGqaGDwaAfLBFYBdVPJDOW%0ALbwlGR+sTUuLz4qKuMYh8tKweaXWNmNS6Xcp2Y5gqCXJ5QrR3M8CC8MAdwcB%0AXNRER4MPQ9wjSxTa+6YgMchYOnuBIf8AQHUFKBC2HXtANkfdiTAJLZVeHUI4%0A1u26TQYO4VF1KH18mvv+WwXCxjXuOT11BlPDuw+PoPPXMr7VkFIK6ZcGDLgw%0AYQPouD+AD6LjFPeCNlHZ/WU6+h1GNOW8SzDWxtAZhv8ARVDsKxPaZNykHcI+%0A65IqFclW2ZxFOWpgKYivDxcoiwBiu4apvziMuawMx1bli+EDXIagMwviEBEC%0AAlEolSiUVKJSU6lEoiEAOPzcXpyupoCqN07xMgEffAzfL+/5hDaPO0vbI9WP%0AvMx46icbrzdGoBsyj90ymtwYegegW6GHKIdRVWDtKn35YURtOSSkcoeXmDNq%0AC5P7IfLdjHIfE4ltOYeYBiBQH6WoRrbKDuXa5lqDD5ZZRmMiA+xA7GosTOSL%0AZcZWGze4UqKMMykRSmRpoDuAS+3dEFc/qgngHSBtDL3jiYrzYWPqzqvyI1Er%0AY8xlGz/AqIIsjnDLCAtoTX35oPpTHfHZfmoQeq0XAgt3vcseEilODZCwOzLa%0A2s4xEfdGRFZe+R/RK3UYrC3oDINI9QQAhmuiA5lqvXDN24yQtsY3BTcd+L94%0AhvcKxBpx6dWgY5GWO1vWouy20BR+rS5tG/6oEjpI0HmfHXqZ1ODA1AXF9P8A%0AsdRf93XquIb8n00n2qMHLNGZr3nEUbBg7eowjyvgJpD9Dds2W+XM2/iJm8Xi%0AAwoMMF+LgkURtY3d/wATFeHusrctq9oB6nyuX3B5FgO89eEmj65jM45uZW4i%0A6WTG412cxujLMIoPbtgbch7dw/WAxYxxqb9krHBb+mG6U+yfRlwJKZmcmtDd%0AkzBHplsjaxqDKXIrMZMi6uHD4BM/oqgCqTd2QI8hq6iuAiaCGuX9O5YkFUoN%0AsLXOJIaeh+hIa0DwwphQGL7HtmJaxawNdL8ykibwn7oT6xGyp9CbJDOVdpDZ%0AvkgmSd/zkxRtXJupfMcFShkSClW4ond4qexPr4jnhd/qQ1+tqUeFLU6xgPmX%0ALAtPXBmuCu5SAO2CFM7qJUIMrKZe1CAgRSwPZBX1q/WEWJc2eWFlVLEYH5MX%0ABFX50DiBiVA/RAKgLn3lCYjlNNZdZvdnMEBNTpKK1Lpz/ZMpptR0SR+Oowua%0AYdoyTqczFywOeYyci7iuoPYFA4Ia/XVCB307IjxGbTla30QIQepX6KfQ4Q6/%0ABMPg66dxPji/zQ9PjLzK1ye2kGGv1TBAU2NuYj27bDdcdqVBTcCjmbMeIw51%0AV5h7PdXtKP8AAGypZrZslDd2tXuWi/BCT9IgcwlEo/AkMQiV5l3VGtzBmTd/%0ACQ8pX6tIZdCkeo2PLDhUMqJAkd2LKbT3pjz2hr/AsM+2fKNnCqjif68808sP%0AOEeSHEAsGKKZMQfF902gE+JagP1wsmB4fDioF28X1cRhYvxOYGi5D0dwdAor%0An/BjE+IQF5jFsaTuLYsLfieWe+W8zzw857oHfpunsHvGq3LzFfLoEC/Fnq8S%0Av8AUwWANi7hPSM7rUSqx0GCeIQH+EI0Sx4Zs+ZBtE6PIl4uKGnZ6GIsHBwtz%0ADEdy9j7K5ZmbgOHwQQhtW/iV4/wDFXUpzR8Mx6dG7g6lcJvcH9wYdAo/wrCF%0AJZLQXK8eJTd8lUs60dR54FwF+spx4Aagy/F+yNFZ7TiG0B+Z4KMVKt+8vKyk%0A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jzYuyzDK78DnaYdrt6knc7fDdCb8nKLWiO4hF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%0A9Ypm+IH1A6Qhp8oaDa8RSrdqoFQicPiOkt5gND/zP//Z)\n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**色调H：**用角度度量，取值范围为0°～360，红、绿、蓝分别相隔120度。互补色分别相差180度，对应上图的角度。人类对色彩的感知中，最显著的、最重要的一方面确实可以说是色相；  \n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**饱和度S：**表示颜色纯净的程度，取值范围为0.0～1.0，S=0时，只有灰度，对应上图的半径大小；  \n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**亮度I：**表示颜色的明暗程度，取值范围为0.0(黑色)～1.0(白色)。对应上图的纵轴。  \n",
    "\n",
    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pSJbKjLXAEA%0AAAAAAACApEzGHgAAAAAAAAAAAEBphFkAAAAAAAAAAAANE2YBAAAAkJWXX/1x%0AeDP2IAAAAABgFcIsAAAAALLyC1ceC68894NwIvZAAAAAAGAFwiwAAAAAsnLd%0AR68NV5w4GA4pswAAAABImDALAKBFB8+9P7HvR1HHAQBQlA3XhuvXHw9H3v0g%0A9kgAAAAAYFnCLAAAAAAAAAAAgIYJswAAAAAAAAAAABomzAIAAAAAAAAAAGiY%0AMAsAAACALF22YV3sIQAAAADAsoRZAAAAAOTl+KHw8xMbwuW6LAAAAAASNhV7%0AAAAAwAX33nvvsn/3wgsvdDgSAEjXwX2HwrFr7wx3rg/h/ZOxR0MOZmdnl/27%0AiYmJDkcCAAAA9IkwCwAAWrBSYNXl9xRzAVCiveHW8OXf+FjYt++nsYdCx1YK%0ArLr8nmIuAAAAoA5hFiObCMsvQM2G5hfJACBH1517v/6jnwgnD09HHQvNayO+%0AapoduAAo0d13bIo9BFrURnzVNDtwAQAAAHUIs1gxsOrye4q5AICU5RBhDWup%0A2yTWAgC6lEOENaylbpNYCwAAAPpJmNUTbcRXTbMDFwCQkhJDrDrEWgBAm0oM%0AseoQawEAAEA/CbMKlEOENaylbpNYCwBoUl9DrDoWHxuhFgBQV19DrDoWHxuh%0AFgAAAJRHmFWAEkOsOsRaAMC4xFijWXjcRFoAwGJirNEsPG4iLQAAACiDMCtD%0AfQ2x6lh8bIRaAMBCQqzmibQAACFW80RaAAAAUAZhVibEWKNZeNxEWgDQX4Ks%0Aboi0AKBfBFndEGkBAABAvoRZiRJiNU+kBQD9IsaKS6QFAGUSY8Ul0gIAAIC8%0ACLMSI8jqhkgLAMokxkrT4Oci0AKAPImx0jT4uQi0AAAAIF3CrASIseISaQHQ%0ApsvWrg0b1q87+95pV5sEWXmwixYATblwjrU29lCKJsjKg120AAAAIF2eIYxE%0AjJWmwc9FoAUAeRBk5csuWgCQLkFWvuyiBQAAAGkRZnVMkJUHu2gBQLrEWGUR%0AaAFAGsRYZRFoAQAAQBqEWR0RZOXLLloAkAZBVtkEWgAQhyCrbAItAAAAiEuY%0A1SIxVlkEWgCM4o033gj7394fjh8/HtZvWB97OFkSZPWLQAuAOvbs2RP27zt7%0AjnXieNhwxYbYw8mSIKtfBFoAAAAQhzCrBYKssgm0ABjGN1/4dtj39oHw8Vtv%0ACdvv+83Yw8mKIKvfBFoArOQfv/O9cOCdd8NHb74u/It7Pxt7OFkRZPWbQAsA%0AAAC6JcxqkCCrXwRaANAOQRYLCbQAoBmCLBYSaAEAAEA3hFkNEGT1m0ALAJoj%0AymI5Ai1y94d/+Idz7//sz/4s8khI2WCeVMwVmiTKYjkCLXJnDlPHwv8fNFcA%0AAOiaMGsMgiwWEmgBwOgEWdRVzRVxFrlZGNtAXWI+miDIoq5qrogVyI3HOEYh%0A5gMAoGvCrBGJsliOQIvcDdYkrG2xkoVrV+YK4xBkASUTZDGM5eZL9XlxFsMS%0AKwAl8xjHMJabL4JUAAC6Mhl7ALmZOPc/WI15Qo6sRTCKat6YO4xClMUo7JZF%0ALlaKbGBY1bwxd6hLsMAoxAnkYqXIBoZVzRtzBwCAtgmzahJkASUT1jCM5eaK%0AOURdVZAlygJKVSegEdiwWN05Ye6wEk8uAyWr8xjnMZDF6s4JcwcAgDa5lGEN%0AgixG4VKG5GKlyMaaBMNyKUxWIsZiXHbLImWCGboymGsub8iAJ5MZl92ySJnH%0AOLoymGseEwEAaJods1ZglyygZHV2ybIOwWJ154S5w2KiLMYlyiJlo0RZQi4G%0ARp0L5hAVwQLjEiCQslEe4zwuMjDqXDCHAABomh2zliDGYlx2yyJl1lzpit2z%0AqAiygJIJY4jN7ln95UljoGQe44jN7lkAADTJjlmLiLIYlyiLlI2ylmD9gYFR%0A54I51F+iLJpityxKJeyiqTlgLvWLYIGmCA4olcdJmpoD5hIAAE2wY9Y5giyg%0AZNZaic3uWf0jygJKJoKhCU3Po+r72TmrfJ4gBkrmMY4mND2Pqu8nZAUAYBx2%0AzAqiLJpjtyxKZe2BpuaAuVS+KsgSZdEku2WRmjZiGmhKNZ/MqTJVTwoLFmiS%0AyIDUtBHTQFP8/zAAAOPofZglygJKVq2zWmtlXE3PIXOyXIIsoGRtBi9Cmv5p%0A+2duTpXFE8FAydoMXjx+9k/bP3NzCgCAUfT2UoaCLJpmtyxS00ZMY+2Bpri0%0AYXlEWbTBblmkQuRCjgbzttTLG972Cx8PN954czh29P3YQ2mVJ4Bpg92ySIXH%0AOHI0mLceSwEAqKuXO2aJsoCStblLlvWG/mn7Z25OlUGURRtEWaSiqyhL/NUf%0AXf+sS51bBw78LJyZORM2XnNN7KG0RrBAG4QEpKKrxziPpf3R9c/a3AIAoK7e%0AhVmiLNpgtyxSYX2VHLnkZr6qIEuUBZSs1KCF/ilxLp86fWru/fThw5FH0rw2%0AL+sFkAKPcZTCXAYAoI5ehVmiLNogyiIVXYUtApr+6PpnbW7lRZBFm+yWRQpi%0AhCwlxjNcLObPuLT5devHPhom10yGK668IvZQGuUJXtpktyxSEONxzmNr+WL+%0AjM0vAABW04swa+Lc/wBKZW2VUpjLeRBlASWr4pXSAhbSkMK8SmEMTXnrp/vm%0ALmV47Oix2ENpjCd2gZLZDZC2pDCvUhgDAADpKj7MEmTRJrtlkYIYIYt4pnwx%0Af8bmV9pEWbTNblnElEK0ksIYKFspc2zL5tvClVddGW6+6cbYQ2mEJ3Rpm92y%0AiCmFx7gUxkDZzDEAAJZTdJglygJKVq2pWlelDSnMqxTGwKVEWUDJUopVUhoL%0AzUjtZ5raeEbx+p6fhKPvHw37D7wTeyhj80QuULKUHuNSGgvNSO1nmtp4AABI%0AQ7FhliiLttkti5hSiFZSGANlM8fSIsqiC3bLIpYSIhUYVu7zvpQdszyBSxfs%0AlkUsHuPoI/P+/7d37zGSXXd+2E919zw4wxlxSIoSqZWol7ULGfY+HK+5ycCv%0AJIADONYaMPyPjewCjgMEhv/Zh3b0l3b/CDD79B/+20jiTTZANo8F7H+cAMF6%0AweyuHcTRWtDaa1PUUhJFSqRIajhDzvR0V6Vuddd0dXV116Pvvef1+VCtfkx3%0A9bnnnnO6+txv/y4AAPOKDGYJZQElS2k/NaW20I7Uzmlq7alRE8gSyqIPQlnE%0Akmo4JdV2sb6Uz2XKbVvm22+8EX7v9/6f8PVvvBq7KRtpLtq6cEsfhLKIJdU1%0ALtV2sb6Uz2XKbQMAoH/FBbOEsuiDalnEYj+VGhn38QhkAaXLOZRCHnIYYzm0%0AcZFrV66GH/uxPxs+8tyHYzdlbS7WAqWzztG1HMZYDm0EAKAfxQSzBof/QdeE%0Asogl1XBKqu1ifSmfy5TbViqhLPqkWhZ9a4IoOYRRcmgjZch1rDUVsx7s7sZu%0AxlpcpKVPqmXRt1yqAebQRspgrAEA0CgimCWQBZTOXipdy2GM5dDGUghlAaQj%0A18AM+Z273Nr7zddem7x+/fVvR27J6lycBUiHNTlfuZ273NoLAED7sg9mCWXR%0AJ9Wy6FsTRMkhjJJDGymDsQblUS2LvuUWPoE+mR9QDtWy6JvwCZzO/AAAqFvW%0AwSyhLIB02PPNV27nLrf25qSplKVaFn0SyqJvuYZOcm13zXI+Zzm3PVW53NqL%0Acghl0bdc17hc212znM9Zzm0HAOB8sg5mQZ9Uy6Jv9lHhdOYHAOsSNoHVmS8A%0ArErYBFZnvgAA1CnLYNbg8D/oi1AWfcs1dJJru2uW8znLue0pUimLvqmWRZ9K%0ACJmUcAy1KOVclXIcsbkAS99Uy6JPJaxxJRxDLUo5V6UcBwAAq8symAVQMnuo%0AsDrzpR1CWUDJhEvoU2njrbTj6ZsLr0DJrHH0qbTxVtrxAABwtuyCWSpl0TfV%0AsuhTCSGTEo6hFqWcq1KOIxahLGJQLYu+lBYqKe14yINxtxkXXIlBtSz6Utoa%0AV9rxkAfjDgCgHlkFs4SygJLZP6VPpY230o6nL0JZAPkRkklXyeem5GPrggut%0AAPmxdqer5HNT8rEBAHAkm2CWUBYxqJZFX0oLlZR2POTBuFuPUBaxqJZFXwRJ%0AoF3m1GpcYCUW1bLoi3UO2mVOAQCUL4tgllAWQH7sCaer5HNT8rG1SSiLWISy%0A6EvpAZLSjy9HtZyTWo5zUy6sEotQFn0pfZ0r/fhyVMs5qeU4AQBqlXwwSyiL%0AWFTLoi/2T6Fd5tTZhLKA0gmOQLfMscVcUAVKZ52DbpljAADlSjqYJZRFLEJZ%0A9KX0AEnpx5ejWs5JLce5LqEsYlItC9olHJMO5wIXUolJtSxolzU9Hc4FAACl%0ASDaYJZQFlM7eKXTLHAOoSxOOEZChb7WOuVqPG6BGTThGQIa+1Trmaj1uAIDS%0AJRnMEsoiJtWyoF3CMelwLuqmWhYxqZYF3RCOISbj74ALqMSkWhZ0w9pOTMYf%0AAEB5kgxmAZSs2Te1d0rfah1ztR73PKEsoHQ1B0RqPvbY9L0+cOEUKF3N61zN%0Axx6bvo/cB8O7Iex/d/z6frw2AAAUJrlglmpZxKRaFnRDOIaYYo+/S5cuhatX%0Ar4ZLFy9F+f5CWcSmWhZdqz0YArXaGj/H29oajp/rxfk93kVjYlMti65Z5wAA%0AANqRVDBLKAsoXc37pjUfe2z6Pm4fPHjwINy7dy882H0QrxEQiVAWXRPKOqAf%0A+qfPj8Tqi0fPsR7sRvn+EJNQFl0TyjqgH/qnz4/oCwCAciQTzBLKIjbVsuia%0AfVOgb6plAQB9qC2o5kIpANAHzzkAAMqQTDALYhLKomtCWQf0Q//0+ZHa+kIo%0Ai9hUy6JrtQVBltEf/dHXi9XSLy6QEptqWXTNOnec/uiPvl5MvwAA5C+JYJZq%0AWQBAH2q5hiGUBZSulgAI6TH26ubCKFA66xyxGHsAAJQsejBLKIvYVMuia7UE%0AQValP/qjrxcrvV+EskiBalkQh9AQsZU8Bl0wJgWqZUEcfgYQmzEIAJC3qMEs%0AoSygdPZMicXYA6BUJQc/2qB/uqNvV6OfAPIk+HE2/dMdfbsa/QQAkK9owSyh%0ALFKgWhbEITREbKWOQdWySIFqWXRJ4AOIwYVQUqBaFl2yzgEAAHQn+q0MAUpl%0Az/Rs+qc7+nY1+gnaJ5QFaRBga58+XY/+gnYJZUEaBNjap0/Xo78AAPIUJZil%0AWhYpUC2LLtkzBfqmWhZQOkEPYjH26uYCKFA66xyxGHsAANRCxSyqJJQFaRBg%0Aa58+XY/+gvaolgVpESYiNmMQ2qFaFqRFmIjYjEEAgPz0HsxSLQsonT1TYjH2%0A6qVaFlA6AY/N6Lfz04fnk3v/ufAJlM46txn9dn768Hz0HwBAXlTMojqqZUFa%0AhImILfcxKJRFClTLoku5BzuAPLngSQpUy6JL1jkAAIB+9BrMUi0LKJ09083o%0At/PTh+eTa/8JZZECoSxIm2Db5vRdO3LsR2EFUiCUBWnzs2Jz+q4d+hEAIB+9%0ABbOEskiBall0yZ4pAEC7cgx0AACkTqADAACgP70Es4SySIFQFqRNsG1z+q4d%0AufWjalmkQLUsuiSU1R59uT591q6c+lNYgRSolkWXrHPt0Zfr02ft0p8AAHno%0A9VaGAKWyZwoAAGXIKUSUE/0KAHUTIuqGfgUASF/nwSzVskiBall0SSirPfpy%0AffqsXbn0p2pZpEC1LLokwNE+fQrLubBJClTLokvWufbpUwAAYBkVswAgU/br%0Au6FfASiVcNZy+qhb+heAEglnLaePutVq/249HsL2U+PXl9t7TACAynUazFIt%0AixSolkWXBDjap0/hbKplkQLVsgAojQvGpEC1LAAAACiPilkAJMde9HL6qFv6%0AF04nlEXXVNTplv49nb7ph36GxYSy6JoAarf07+n0TT/0MwBAujoLZqmWRQpU%0AywKgJKplAaUT2ABicCETKJ11DgAAIB4VsyiWUBZd88es3dK/p9M3/dDPcJJq%0AWVAGAbiT9Em/9Dccp1oWlEEA7iR90i/9DQCQpk6CWaplAaWzZwr0TbUsoHSC%0AGsRi7NXNBUygdNY5YjH2AADggIpZFEm1LCiDANxJ+qRf+huOqJYFZRFGIjZj%0AEA6olgVlEUYiNmMQACA9rQezVMsCSmfPlFiMvXqplgVAFwRj9EHtXLgEoAt+%0AvugDAACYpWIWxVEtC8oijERsxiColkX3hGOgTuY+tVMti64Jx0CdhsNh7CYA%0AADCj1WCWalkAdMFetT6omWpZxCaUBWWrORhT87EjrEB8QllQtpp/ztR87AAA%0AsIiKWRRFtSy6Zt8U6mTuA3RHOAbqZg0A6IZwDNRN1SwAgHS0FsxSLYvYhLKg%0AbDUHY2o+diAu1bKgDjUGY2o8ZiAdqmVBHWoMx9V4zAAAsMxO7AYA5MK+KdSt%0AWQP63l90G8PytRF8Mk7ImXAMMRh3uGhcvjaCT8YJOTN+icG4AwCAxQSzKIJq%0AWVCHGMGY2AQCoRxdVZ+af9y2glqqZUFdmrDS7du3YzeDShl/nEdX1afmH7et%0AwIFqWVCXZu0w74llf38/bG9vx24GAED1WglmuY1h+doIPhkn5Mz+CTEYd3VT%0ABSl/sYJNXQW1gPLVEI5RLQvVPPIXK+DQVVALKF8N4SxrIgAAnE7FLE7oqvrU%0A/OO2FdRSLQvqUmPVLNJh/LGK1CpNzbZn1ZBWasdAmQRkAFhHaqGG2fasGkhI%0A7Rgok4AMAABAWrbO+wCqIOVvNPdf6d8XyF8Ne9k1HCOnU+EoP02QafqSslXa%0AmfoxAN0qOTBX8rGVoI/zI6yQnybINH1J2SrtTP0YgG6V/DOo5GMrwd7eXuwm%0AAABUT8WsiqUWhpptz6qBv9SOgTLZOwXgNDmHmKZtFwQkBgEZAM6Sc4hp2nZB%0ABWIw7gAAANJzropZqmXlJ5cKVau0M/VjALqV8T79UiUfWwmcHxo5VMda1eyx%0AlHJMAIvcvn178kK6hDbJoTrWqmaPpZRjAlikpLW7VA8fPozdBACAqqmYVYmc%0AQ0zTtgsCEoM9BaBvqhelreTgUsnHBqymltBSc5wCQPVRRSZtJV/QL/nYgNXU%0Asg40x+nnLQAAnHSuilmkL4fqWKuaPZZSjglgkWYPyz5W2rY8g6qS4BK0QyAm%0ATbWEsqZUz4J01BJYgK4JxKSptjVO9SwAADhp48uKqhelraRA1rxSjwtYXS3B%0ApRqOEXJQ0m0LAebVHlCq+dhT9XM/93Oxm0BPXLwHSlb7Glfzsadqd3c3dhMA%0AAKql3kOBBJegHfYP0lRbWKmWEBoH3MYwLQJZQOmEkg7oh/KpIpOW2sMKQPms%0AcQf0AwAAHNiJ3QDaI5AFlKz2aynN8dvPSsv2dgh7e7FbQVcEsqAbbmOYBkGk%0Ak6Z9YoxCt1ykh24IoKbBGnfStE+MUQAAarZRxSy3MUxLybctBGjYuzmgH6Af%0AQllAyYSyzlb7rR1T4XaGZRJYAEpmjTubaolpuH//fuwmAABUScWszAlkQTfs%0AE6RBEOmkaZ8Yo+VxG8M0CGUBJRM4okYqdKTBxXigZNY4AADgLBtVzCINQllA%0AyVw/OVvTP/oovh0R96IIZUG33CIuLqGs9egvaI/AAnRLADUua9x69BcAADVa%0AO5jlNoZpEMoCSmZPJWOU0gAAIABJREFUEehTE8gSygKAtHz+85+P3QTOyW2r%0AACA97733XuwmAABUR52HDAllQbfsG8cllLWepr+M2fy5jSEAXVH5aXPTvlPt%0ALV+qyADQFcHTzU37zs9pAABq4VaGGRkd/gcApOPChdgtYFMqZQGlE8pqh36E%0A9aiUBZTOGtcO/QgAQC3WCma5jSEAXWn+SM4fym1G3wGQOhWHyJ1wFgApUnGI%0A3AlnAQBQAxWzMqBSFlA6+4jt0I+wOpWygNIJErVPn/bv85//fOwmsCYX2IHS%0AWefap0/7d/fu3dhNAACoimAWwAz7AOROOCs/N2/ejN2E6ghlAaUTIOqOvs2H%0AKjL9c2EdKJ11rjv6FgCAkglmJU6lLKB0rpe0T5/27+LF2C1gVUJZQOkEh4AY%0AXFAHSmedAwAANrVyMGsQ/OLRN6EsoHQCRN3Rt3CSUBbEcevWrdhNqIZQVj/0%0AMxwnrABxqAzYH+tcP/QzAAClUjErUUJZQOnsHwIAkCvhrP787M/+bOwmAAA9%0AEc7qz507d2I3AQCgGoJZCRLKgjj83t8foax+6Of03bx5M3YTqqFaFlA6QSE4%0AoopMf1xAB0pnnQMAAM5LMAsACuaaVH8uX1788fcffjbcefCXw/297++3QQBA%0Ap4Th4rr34FPhnbs/Gt7f/XjspgAALRKGAwCgNCsFswbBE+G+qJYFlE5QCOib%0AallA6QSEgBhcOAdKZ50DAADaoGIWABROGI6aCWVBXLdu3YrdBOiUUBy1ElaA%0AuNyyldL5OQMAQEkEsxKiWhZQOvuGAADtEgyiBj/zMz8TuwkAVEYwiBq88847%0AsZsAAFAFwaxECGVBXPZaKJ1QXHpu3rwZuwnFUy0LgD4Ix8UxCIt/iVNFpnvC%0ACgD0wc8bAABKIZgFQC9cH6EGjz0WuwUA1EQgKB3OBQCUQyAoHc4FAAAlWBrM%0AOu0vEGmPalkA9EE4DgAAAAAAAKA/KmYB0DmBoHQ4F9TCbQwhvlu3bsVuQtFU%0AaAJiULkE4nPL1m5Z5wAAgLYJZgEAAACck7Bc/7YGA5XeAaBwwnIAAOROMCsy%0AtzGE+Pxu3y1/yAn0TbUsAID2uTAOAAAAsD7BLACojLBcfDdv3ozdBAAypjIT%0ANfrpn/7ppZ/j9l4AnIcAKjV6++23YzcBAKB4glkRqZYFAAAA5RCaAwBon9Ac%0AAAA5OzOYNQie7AKwOX+wTo0efzx2C+rmNoYAAO1zQRwAAABgMypmAUCFhOYA%0AIE8qMgEAtE8AFQAA6IpgViRuYwgAAADlEZ4DAGif8BwAALkSzAKgEyoyAX1z%0AG0NIx61bt2I3AYCWuBAO6RjZbAEAAMiOYBYAVMp+bt9c0ALgfFRigjkj21oA%0AnJ8AKgAA0CU7WBG4jSGkw74LAAAAAAAAANAFwSwAWqcSEwAANVPdDACgfaqb%0AAQCQI8EsAACy9+KLL8ZuAgDQsZ/6qZ+K3YTquAAOAOV78803YzcBAKBoglkA%0AUDHVzfp38+bN2E0AAMjefFxo5IktAAAAAAkSzOrZKNgoBIDSXb8euwUAAAAA%0AAABAbKcGswYn/vYQAAAAiOH27duxmwAAUBy3bAUAALqmYhYAAAAAAAAAAEDL%0ABLMAaNXIHVvhuEHzdGs7disAAMozqXKi0gkAAAAA6RLMAgAAAAAAAAAAaJlg%0AFgAAAAAAAAAAQMsEswAAAAAAAAAAAFq2E7sBAABAfW7evBm7CcV58cUXYzcB%0AAIhsNBrFbkJxBoNB7CYAAACQMRWzAAAAAAAAAAAAWqZiFiwxCP4qrm2j4K83%0AAQAAAAAAAICyqZgFAAAAAAAAAADQMsEsAIAONXUXB4PpWwAAtGHkuRUAAAAA%0AGRDMAgAAAAAAAAAAaJlgFgAAAAAAAAAAQMsEswAAACBxt27dit0EAIDijEaj%0A2E0AAAAKJ5gFAAD06ubNm7GbAABQHAETAAAASI9gFgCtGgxitwAAACjRr/3a%0Ar8VuAgBAcZ5++unYTQAAKJpgFpxhECRMAAAAAAAAAABYn2AWAEDL7tw5/d9e%0AfPHF/hoCAERx69at2E2ozkDpXgAonlu2AgCQI8EsAIAuDbbCYLDdvBG7JUW7%0AefNm7CYAAL3y3KoPLoADAAAAnM+pwaxRsPECAKVTWAAA8qEKEwBA+4RQAQCA%0ALqmY1bOBv+gEAKBiqpsBALRPsAQAAADSJJgFQOtUYYLjXCQBuvbiiy/GbsIx%0At2/fjt0EiEZlM4ByDBLb4EitPdAneysAAORKMAtOoboZAK2wcdgblZgAANrn%0AQjgAAADA5gSzgF6NQlobuvaXqZk/tO2Pi1lwQHgOzk81JgDm+X0Dzs88AgAA%0AuiKYFYFKTABQkcHA7SYAoBKCcwAA7ROcAwAgZ4JZsIDwHJyfHAoQg4pMQA2E%0Af6jRr/7qr8ZuQtVcEAdqYK2jRjdu3IjdBACA4glmAUCFBOf6NZhUzTp6/8UX%0AX4zXGIhEaA6A1g22jj2xVaWUGgmSAAAAQNoEsyJRkQmogesi1Oju3dgtAABi%0AUMkMAKB9AqgAAOTuzGDWKHjCS32E5gBo0+SnipRir1RmAmogBAT0zYVxoAbW%0AOgAAoG0qZgFAZWSEgL4Jy3Ur1duj3r59O3YToDeCckAMAiTdSvX2qKm2C7pg%0AnQMAoASCWRGpzATUwH4hAAAAAAAAADUSzIIZwnLdSvX2qP7wipoIylELFZqA%0AGqjSRC1+5Vd+JXYTOKRyCVADax21eOKJJ2I3AQCgCoJZAAAd+q8++9Xw3/3F%0A3w3/xfe/fOzjqd56DNomJAfdEs6KzzmI4y//wG74u3/+XviPPrV77ONu8UUt%0ABEegW+ZYfM4BAAClEMyKTIUmoAaujVCL999f9NH9yROuwdBE6JtAEABdE8qK%0A51PP7IYXPrEbPvn0XuymVMeFcgC65mcNAAAlWRrMSvXWY9A2ITnolnBWfM5B%0AHINR82xqL4y2Y7ekTsJZcel/bt++HbsJVRAOokbNc9vtLc9xY3HBPC79j+qA%0A/TDXAACANqiYlQCBIAC6Zs82nuFgK+wNdsKDC1djNwV6JZTVD7dFhXgE4oAY%0ABEX6IfgE8VjnAAAojWBWIoSz4tL/+H2/H/Y1qdHg+T8dtv7MXwk7H/l07KZU%0AS0AIqIGQEKX65V/+5YUfHzS/w01+kfPLXCwunAM1sNZRquvXr8duAgBANQSz%0AqJ5QVj/cFhXiEYiLa/DBj4atj/3psPPEh2M3BXojDAeUThAOiEFABCiddQ4A%0AgBIJZiVEQAiogZAQpbp//5R/GGyP/3eheePEP7kFWX8EhfqjryEeYSFqMrlu%0AOxwtrH7sFmT9cQG9P/oa4jH/AACA8xDMomrCcEDpXJOKb/frfxQe/r//R9j/%0A+ldiN6V6AkOUJpdw5+3bt2M3oSrCWd3Tx3CcwAKlySXcmUs7S2Gt654+BgCg%0AVCsFs9yCrD+CQv3R1xCPvUOq8uY3w9bX/iAM3vhm7JZA54TfIA2CQ93RtwkZ%0AuYBLPYx1SIO52B19CwBAyVTMSpDAEKXJJdzp9/9+CWd1Tx+nYX9rO+xeeCzs%0A71yK3RSC4FCX9C2kRYCoffq0f7/0S790xr+OJv/L5NfN4rmg3h19C2kxJ9un%0AT/v3+OOPx24CAEBVBLOokvAbpEFwqDv6Nh2XPvUnw6U/91fCzif+5MJ/z+VW%0AZCURIAKA/I1GB38EdNofArnFV/9cWAcAAAA4STArUYJD3dG3kBbXS9qnT/u3%0Au3v6v21d/2AYPPvpEMavSYdwVrv0J8vcvn07dhOqpMJTO5p+1JcpOiiXNRAG%0ASopwVrv0J8sIocZhbraj6Ud9CQBADVYOZuVyK7KSCBABQP6GD98Po/ffCWH8%0AmrQIE7VDP8ah2h6rEigiV2ffxjCEwWj8Mgx2ThLkIns79GMcgk6syhwlV1eu%0AXIndBACA6uzEbgBna8JZQnHtEXZjmWZPxR5c/5o+t591fsZumu7/+z8I7351%0AN9zfuxjCUx9f+DlNwEK4JY6m3wVcNmfcQh6m4SyVy9Yj1Ja+5unvWb9HNAEL%0AF87jaPpdwGVzxi3kYTpXrXfrscYBAFAbtzLMgDBRO/RjHIKFrMoeFrl6+PDs%0Af7985/Xw+JsvhUt3v9NPg6AnQlmsSyiInAhlAbEILLAuoSByYo0DAKBGawWz%0ABCziESo6H/0HeWj2Eu0nrk+/pa15srU1OnghTU3ASMhoPforLlXe2JSw0Wr0%0AUy7GT66GnmClrLn47gL8evRXXAJObMrcXY1+AgCgVipmUTyhLNZlj4Cc2DfO%0AQHOL1NHBayiBUBbkTejobPonDb/4i7+48uf6/Y1SCCxA3szhs+mfNFy+fDl2%0AEwAAqiSYlZHB4X+sTn/FpcoemxI2Wo1+ykVzoraWnjAVcOJTOets+oc2uJ1h%0AGoSPFtMvmRkdhLL2hmc/x1IBJz6Vs86mf2iDtS4N5vJi+gUAgNoJZlEsoSzI%0Amz3Fs+mfNOztxW4BXRA+OkmfpEOIk7Y0ISRBpCP6Il8P92O3gFW5MH+SPkmH%0AYBNtEbY8Tl8AAMAGwSwVcOJTOets+oc22DNIg33RxfRLhkYjC0tmBJGO6Aso%0AW+2BJAG19Kx8G8Pxc6vB+OWte/7mMCcu0B/RF1C22ue4gFp6Ll68GLsJAADV%0AsnuVMeGjk/RJOoQ4aUsTQhJEOqIvyqYSTlpqv3Vf7cdPd9zOMD21hpNqPObS%0A7IdBeO3dnaWfpxJOWmq/WF/78dMda116ap3vNR4zAACcRTArc4JIR/QFlK32%0A/UUBtfTsr3rbnGY/cjg8fIMc1RhOqvGYcyC8SddqCSrVGkQrze7eVviXr14O%0A37qzPJhFmmq8cF/jMedAoImu1TL3aw2iAQDAMhvtXjWVcIRg0jE9F7VWKDIW%0A6Uqzj2BvLi3T81HbHo9xWIDR9vjFiczZNKhUejBGIAuYBpZKrGwmjJW+dcbd%0A//QH18NLf7wfPvG8vznM2fQCfunBGEEFoOT1zhqXvgsXLsRuAgBA1exeFaTG%0AgFKNx5yDWkOC9KfAPayFVMkqQxNnP8hkrXYySw/+5K7k2/uVelykqcTQT2lK%0AqypV0rFw4OHeIOwPV3+yXOKF8JKUXGWl1OMiTda69JW23pV0LAAA0BX13gtT%0AS/UsgSyg5OpZ9lHT19yZcNWx99+//MnwzVc/GZ7/6Cj8x5/stl30p6QKWgJZ%0AeShhrJGnnCtoCWPlZd0xVuCvAYSyKsoIK+ShhLFGnnJe76xvednZcRkQACC2%0AjZ+RuZ1h2koOaBl39MntDNNXWkDLeCvP/b3tcGd3O9zf34vdFDqQa0BLGAtY%0A12zIKfWQlkAW5C/XwIKwArCu2XUj9TXPGgcAAJsRlS9cSQEtgaw8lDDWyFPO%0AAa3E992Y04yxdcfZ1po3j25CPoIzeckloGVc5Sn1cbWpJtwjQJOnFKtoGUt1%0Amtz6e63PH7ionJlcAlrGVZ5SH1ebstblK8U1z1gCAIDzE8yqRK4BLWEsYF2z%0Ae1ep7x0ltM9Gh174z54PLzz+dBh97/Xxe+/Fbg4dmw0+pRKmEcYCujIfhuo7%0AqCWMVY6UQn6kKcWKMsIKQFfm15e+1z3rWzm2t7djNwEAgHDOYJbbGeYnl4CW%0AcZWn1MfVptzOMF8pVtEylupz5amr4cKzN8KDb9wJ4e3Vg1mqZuUvVkjLuCEn%0AqmaVZdG5bCtwY5zQFpVk8hcrpGXckBNrXVkWncu21j/jBAAAuqdiVqVmg0+p%0AhGmEsYCuzO9V9b3nJIxVjk3GznD882042prE2anXorBUG2EtIazypVJ5DTYl%0AUMUyqmVxHl2FFQQVypdK5TXYlHWKZba2tmI3AQCAQ+cOZqmalb9YIS3jhpyo%0AmlWWReeyrf0s44Q2qZpVNucWAOJQSaZszi0AAACQEpF5jhks+C/lxyUdqVRe%0Ag001gao2XijXea7vNF/r+hCwrlqqZamWAwD0qZZqWbUcJwAAQOpauZWhqlll%0Ac24B4DxGhy8AAMwSzAQAaJ/bGAIApMWzM+DcaqmWpdoNsInRaDB52XSprKVi%0ADnBcbXNfOAPom0oyUKfa5n5txwsAAJAiwSwAgCXOFcxsvnbYVksAAMpw3kCm%0Av5sBADhJIBMAID2tBbNqqZgDHFfb3Fc1C4ihtso5QJ1UzQL65sIlUANrHQAA%0AQFwqZgEAnOG8gczRaDQJsQp2AqsSxgRKJ4gJxCCgBJTOOgcAkKZWg1m1Vc4B%0A6iRcAcQgqAHUQFgD6JsLmEANrHUAAADxqJgFbEwYEyhdG0HMURgcvgAsJ4QJ%0AlE4AE4hBMAkonXUOACBdrQezBDWAGqiaBcQgsAHUQGgD6JsLmUANrHUAAABx%0AqJgFbEQIEyhdawHM8QONmgezbAJLCF8CpRO8BGIQSAJKZ50DAEhbJ8EsgQ2g%0ABqpmAStrcb0Q3ABqILwB5Ul9XrugCdTAWgflMa8BANKnYhawNuFLoHStBi9H%0Ag8OXFh8TKI7Q5UmphziAFDTbWi5GAqcTWDhJnwAAAPSrs2CW4AZQA1WzoDw5%0AzGsBDiiLOQ2ULpegpbAClMWcBkpnnQMAyIOKWcBahC5PyiHEAcQzGi8Sw+Go%0A9bVCkAMAoH0ucAIAAADQpk6DWQIcUBZzGiidoCVAWnKpsgOczjwGSI8QKuTP%0APAYAyEfnFbMEOQCAmo1GgzAcv3TxjEjVLMifebycUAewSJcXI13ohPyZx8vp%0AIwAAgH64lSFAC1TZgfyZx0DfhLKA0glWAjEIHAGls84BAOSll2CWqlmQP/N4%0AOaEOYLHRZIHoao0Q7IA8mbvrEe6A/OQ+b13whDyZu+vRX5Af8xYAID8qZgFL%0ACWUBpcs9WCngAdQg95AHkB8XPoEaWOsAAAC61VswS7AD8mTurif3cAfUqOt5%0AOxoNJi8AU8KUQOkEKYEYBIyA0lnnAADy1GvFLAEPoAbCWUAMgh5ADYQ9gL65%0AAArUwFoHAADQHbcyBE4lTAmUrpcg5eSbjIIlFWgIUQKlE6AEYhAsAkpnnQMA%0AyFfvwSxBD6AGqmYBU81zn9Fo1MtzIIEPSJs52g6hD0hXqfPThVBImznaDv0I%0A6TI/AQDypmIWsJAQJVC6/gKU46dbo8HBSw8EP4AalBr+gJyVPi9dEAVqYK2D%0A9JiXAAD5ixLMEviAtJmj7VA1C9LV9/wc9RTKAtIlNNm+0kMgAMByAgvt06cA%0AAADtilYxS/ADqIFwFqSnhnkpAAJpMSeB0tUSlBRWgLSYk0DprHMAAGVwK0Pg%0AGKHJ9tUQAgFON2oWgfFL32uBIAhQg1rCIJCy2uahC6RADax1EJ95CABQjqjB%0ALAEQSIs5CZSutqCkcBbEZx52r7ZQCHBoNGj+F+W3WBdKIT7zsHv6GAAAoB3R%0AK2YJggA1qC0MAimKNQ9Ho0EYNhcOrQNQHaEsoHSCkUAMAkNA6axzAABliR7M%0AaghnQXzmYfeEMoAYBEMgDnOvX8Ih0L/a550LphCHudcv/Q39M+8AAMqTRDAL%0AiEsoCyhdzGDkaPzNh8NhiHOjnQMCIkANag+JQJ/MtwMunAI1sNZBf8w3AIAy%0AJRPMEgyBOMy9fqmaBf1LY94Nxg2Ju7kmnAX9Md/iERYB+uYCKvTHfItH3wMA%0AAGwumWBWQ0AEqEEaIRGoQwrzbTAaTF6AOghlxSecBd0yx4AYBIPicw6gW+YY%0AAEC5kgpmNYSzoD/mWzwphEWAfoxCzJsYHicwAt0yx9IhOALdMLcWcyEVumWO%0ApcO5gG6YWwAAZUsumAX0QygrPuEs6FYyc6xpxzCd9giOQDfMrfQIkEC7zKmz%0AuaAK3TC30uOcQLvMKQCA8iUZzBIYgW6ZY+lIJagBpTG3ziZAAu0yp4DSCWWt%0AxoVVaJc5BZTOOgcAUIckg1kNwRHohrmVHgESaFdqc6ppzyil+xkeEiSBdphL%0AaRMmgfMzj9bjAiu0w1xKm/MD52ceAQDUI9lgVkOABNplTgGlSy2UlTqBEjgf%0AcygPQiWwOfNnMy60wvmYQ3lwnmBz5g8AQF2SDmY1BEmgHeZS2oRJ4PxSnkcJ%0AFsx6RLAEqIFwCazPvDkfF1yBGljrYH3mDQBAfZIPZjUESuB8zKE8pBwqgdSZ%0AP+cjnAXrM2/yI2QCqzNf2uHCK6zPvMmPcwarM18AAOqURTCrIVgC1EC4BNaX%0A+ryZtG8Y0i2ZBaxNKCtfwiawnHkCxCKwkC/nDpYzTwAA6pVNMKshnAXrM2/y%0Ak3rIBFKSxXwZ5dFOQRNYjbmSP6ETOJ350T4XYWE15kr+nEM4nfkBAFC3rIJZ%0AwHqEsvKVQ4gDYstlnowO/y+H9gqcwNnMEQA24WIsnM0cAQAAoGQ7sRuwriZo%0AMgh+WYdlhLLy14Q47E3CYjmEnGY1zc1lOjfBk5s3b8ZuBiRHKKss06pAt27d%0AitwSSEPWlbIy+aWpCZ6McnsSCz0QyirL9Hxa7+CANQ4AgEaWFbMETuBs5ghA%0AQjJckpsAihAKHDEfypV1GAXITnNx1gVaOGI+lMu5BQAAOJJlMKsheAKLmRtl%0AGWVy+zPoS65zomlyju0GhLJqIJxF7cwBIAbBnfI5x9TOHAAAYCrbYFZjdPgf%0AcMB8KJdABxCDylnUzvivh2AKtTL241A5i9oZ//VwrqmVsQ8AwKysg1nAEaGs%0A8glnUbts58C44aNsG39AOIUaGff1EVChNsZ8fC7aUiPjvj7OObUx5gEAmFdE%0AMEvlLGpn/Ncj82wHbMzYj09IhZoY7/USVKEGzTg31tPh4i01Md7r5dxTAxUx%0AAQA4TRHBrCnhFGpk3NdHQIXa5D7mR2EwPoYyNuaEVSid23fSEFqhZMZ2mlzE%0ApXTCCjSMA0pmbAMAcJaiglkNIRVqYrzXK/egCqyiGedljPViDmRCaIVSGdvM%0AE2ChNMZ02lzQpVTGNvOMCUpjTAMAsExxwayGsAqlc/tOGuWEVuCkksb2wVwd%0AheGwnIMSYAFqIchCKYzlPLiwC9TCekcpjGUAAFZRZDCrIbRCqYxt5pUUYIFG%0AmWO6vI064SxK4faFLCPQQu6M4by4wEsp3LaOZYwPcmcMAwCwqmKDWQ0BFqAW%0AZQZZqFGJY3nQHNP+YHxw5W3YCbSQO+OXVQm2kKNm3Bq7eRJoIXfGL6syVsiR%0An9MAAKyr6GBWQziLUrh9IcuUGGihLqWO4WEIk9V7f28YuymdEW4hR8Yt6xJw%0AISfGaxlc9CVHxi3rMmbIifEKAMAmig9mNQRayJ3xy6pKDbZQtmbcljx2B6PB%0A5AlXycGshpALuVDpjfNQgYgcGKNlcQGYXKggw3kYP+TAGAUAYFNVBLOmhFvI%0AkXHLukoOuFCeGsZrcxfD/fHr9++8H7spnRN2IXXGKG0RfCFVxmaZXAgmdcYo%0AbTGWSJWxCQDAeezEbkDfmpDLIHgSTfoEsjiPadjFngEpqyGU1dgajsJwOAx3%0A3rwbwrPlP/WaBl9u3rwZuSVwRCCLLjQBmFu3bsVuBkwIZJVvekF4VMuTaLIg%0AqEAXmnFlrSMV1jkAANpQVcWsKYEXUmeM0hb7WKSqtrG5/+BBeHDvQexm9EoQ%0AhlQYi3TJrQ1JgTFYFxeISYWxSJfc2pAUGIMAALSl/LINp5gGX1TPIiUCWXSh%0ACcDYRyAVtQWyGsPRINy9ux/2Hg5jN6V3qmcRm1AWfVE9ixgEsuqlehaxCSvQ%0AF9WziMEaBwBA26qsmDVLEIZUGIt0qdnDso9FbNWOwfGBv/P6nTDcry+YNSUc%0AQ9+aMWfc0TfVs+iTsUbDhWP6pooRMRh39MlYAwCgC9VWzJqlehaxCWXRF9Wz%0AiKHaQNah5q97X3vpjfDETt0d0YRkVM6iDwJZxDYNzKigRRcEspinmgx9EVYg%0ANtUC6ZI1DgCALlVfMWuWcAx9Gx3+B31SPYs+GWsh7D3cD+++ebe5p2HspkSn%0AihFdM75IiQANbTOmOI1qMnTN+CIlxiNtM6YAAOiaillzmpCMyln0QSCL2KaB%0AGXsPdEEg68j9e/fDcFjvbQwXUT2LtglkkSrVs2iDQBarUj2LtgkrkCrVs2iD%0ANQ4AgL4IZi3g1oZ0TSiLlLi9IW2zL3rce+8IZi0yDdIIaHEeAlnkognWCGex%0ALoEsNiGsQBuEFciFQCqbsMYBANA3wawzqJ5F2wSySJXqWbTBXuhi7373bhjt%0A65zTCGixCYEscqR6FqsSyKINAlpsQliBHFnvWJU1DgCAWASzllA9izYIZJEL%0A1bPYhL3Psz2492DcR1vBU4mzub0hqxDIogQCWpxGIIsuqCbDKoQVKIGAFqex%0AxgEAEJtg1ooEtNiEQBY5Uj2LVdnrXM20n7a2t+I2JAOqZ3EWoSxKI6DFLKEs%0AuiSswFkEFiiNNY9Z1jgAAFIgmLUmtzdkFQJZlEBAi9PY21zPdDN4e2c7ckvy%0AIaDFLIEsStcEcoSz6iWQRZ+EFZglrEDpVAysmzUOAICUCGZtQPUsziKURWkE%0AtJhlT3MDh3322LWLcduRIQGtuglkUZPZcI6QVh0EsohJQKtuwgrUZHa8W/Pq%0AYI0DACBFglnnIKDFLIEsStfsX9nbqJf9y81NNn/Hc+fxJ6+O33sYuzlZEtCq%0Ai0AWtXOLw7IJZJESAa26CCtQO2te2axxAACkTDCrBQJadRPIoiaze1f2O+pg%0Av7IdzW0MLz72WBDMOp/ZwI6QVnkEsuA4Aa1yCGOROhVlyiasAMcJaJXD+gYA%0AQC4Es1okoFUXgSxq5xaHZbM/2a5LVy5Nwlm0RxWtcghkwdkEtPIlkEWOBBbK%0AIbAAZ7Pe5cv61j3zAgCgXYJZHZgN7AhplUcgC44T0CqHPZfuPPHMtbC1tRW7%0AGUUS0MqXQBasZzbkI6SVNoEsSiCwkC+BBViPqoH5sL4BAJArwayOqaJVDoEs%0AOJuAVr7sO3bvmU/cCIPt+7GbUTQBrTwIY0E7VNFKjzAWpRLQyoOwArTDmpce%0A6xsAACUQzOqJgFa+BLJgPbN7V/ZO0mafsRvzm4bbF7bD1Q8+GUb734rUorrM%0ABn+EtNIhkAXdUEUrPoGs2AbBr+z9UFEmTQLSuhFEAAAN0klEQVQL0A1rXnzW%0At7j0PwBAuwSzeiaglQdhLGiHKlrpsZ/YnmV/Sdv8e/Ny6cql8U/95nNMhL4J%0AacUljAX9EtLqjzBWIgZzr+mNwEJcLpZDv6x5/bG+AQBQqmPBLE98+zMb/BHS%0ASodAFnRDFa347B32a/Y51WPXLofRhQsh7EdsEG512BNhLEiDkFb7hLFS1Tzn%0A8kQ3Jrf96oc9W0iDkFb7rG9p2trait0EAICi7EyrOXgCHI+QVlzCWNAvIa3+%0A2CPsR/McqtmQnT6Xmn3dvFx74mposvCDkQGfAlW02iWIBekT0tqcMFbqps+t%0APOlNgbBCu+zTQvqse5uzxqXPNUMAgHapmJUYtzrshzAWpEFIq332AtNwrGLW%0AB66GB1vuHp2i+VCRoNZqhLEgX4uCRsJaRwSx8jJ5tuWXiCTN7y8KLKzGvizk%0Aa9H8tfYdsb7lxzkDAGjXsYpZnmylQxWtdgliQfqEtDZnry++adWs+Y9NPj7Y%0AHr/eGv8kMrBTp5rWYoJYULb5MFItQS0hrBJMb2PoOVbqVJVZzD4slK3WkKq1%0ALX/NOXQrQwCAdj0q3yCYla75UJGg1mqEsSBfi/aq/Ig6UsleXrbmQ+/N2HUX%0Aw/wsCiPVEtYSxIK6lVpVSxCrQINH/0dGaq4qY98V6lbq+mdtK49CDgAA7VMx%0AK0OqaS0miAVlm9+rquVHVgF7dNWYPo9qNlaPPbcabIXBaDu4cJi/EsNaQljA%0AKk4LNaUW2BK+qo3nVqUoMaxgjxVYxWlrRWproDWtLipmAQC0TzArc4vCSLWE%0AtQSxoG6lVtVKbO+NDUxvazgbzCpicLLQWcGmVEJbwldAV9YNQq0b5BK0Yrnm%0AoqHnWSU6a48ylcCCfVSgK+uuL+uui9YvztKMj52dneWfCADAygZ3794d7e/v%0Ah729vfDw4cPwO7/zO+EP//APwxe/+MXYbaNFuYe1hLCA80htvymR6wicU7Px%0AOd38nL7dvAyHw0evm5f/+r/5X8Lu1U+FC3f+Tdja3gmDre3xmNwKW+PX4TC8%0ANWp+Th8O1Ec/swfz32+VRi3/4GiV5wSrPM6K92ccnXhn/sEXVUg4+OgoHH99%0AZvMWft/xedjdD29/67vhe995J4yGo8lziqaPty/uhCc+9ES4/syNsL29ffR1%0A881Z4ZutPKWXfOJKj7NKe1Z9oBOnYsE5XeGxhnv74Ttfey3cf/e9Yx+/cv2x%0A8OTzz4atBRu6gw3WwYXDZ9HnrPBAi8bU8TG3oH82eT49Phm7d++G77zy+qqt%0AO9PWuON+8Mm3w4998DthezCcNOnofJ/y+KOz5s9o8vKv3346/N4bHwo748f8%0Aax/9evjgpePncv7rBgu+3arP1+fPfTMjh+OX//O1j4SX714PV7b3wo9/39fC%0AExcfTA5uNPObzKMLTsdOxeGZO+Pbf+/hpfBbr34i3N27OGnAM5feD5979uVw%0AaWu4wnwZbfSDe+FKd+LYl3zRRt9ptceZPQ/jpTHc278Qfvft58LL9z8web9p%0AcTMePvHYO+GFD7wWHt/eDeOfXAcPfewknvxmJ6qcLmjg8s9Z5ThOPs6m8+zh%0A+Mv+yZufCd/evTJ5hOZ4//MnXwpP7Dw4deYvWsc2+r112ZeM//3fvP9U+L/v%0APjdu51b48MV74a/deDlsj/ZXeOzFD372errZmJr3YH87/F93Pxa+tntt/S+e%0A+abjp1JHDRiNDvu4OffDyftf++Z2+ORHH0yeWx2MpOnLgcHM59/4wG74ib/9%0AF1sN9TTP47785S+HH/mRH2ntMfvw27/92+H+/fvh6tWr4YUXXggXLlzY+LH+%0A7VdfefR20x/Xr12dvH3n3Xtn9vUPfOr5mfdeCv/0F/7HEP7WF8Nf/fTB+7//%0A+0+O2/bW+OP/PDz99/9OeOHJ5uNvhd//R/97CH+9eb95+x+GN//C4de89E/D%0AL/zzp8Pf/zsvhCff+v3wj/7hm+EvfPGvhk9vfGT06ZVXXgkf/vCHYzejc++8%0A80740Ic+FLsZQCVmfw7P7mEND55gPdq/mv14c62wefnMZz4TfuM3fmOyX9JU%0Az2peTivwIOgHQAz37t2b/E67iTfeeCN88IMfbLlFcDYVsypx1gZxKqEt4Sug%0AK+tee1n3x6GgVb1mq2NNNZtVzWZW83q6udX8+/6TPxhGg/G/TQMEk/RR8/X7%0AYTiaBrRmIghzA3FyAfLYBxaNvVUG7yrJnpMl6+cvrA1XGPirhrcWfOHcBwZz%0Ar0eLL/TNpG32h/vhvTv3wyv/6qVw9433xu09uOA4GJ+Xx69fCR/7U58IW8/c%0ACO8156n5muFocvF2NHl/8KgJo+m5mnzt4e0qh4uCCMc/tvCWPCf6fkE/r3B+%0Alnb9YJVPWhQKOdnmEx+Z/5zxg+zt74Z/9/Kb4eH9y0dfNz7+7/vMs+HC8OPj%0A/hqP+6NkzeLHXdjA4/0zmvn6Rx9beJzLH32Vi/Kbza/jhvv74dt//FL47jcv%0AL//kFVzYGoa//uTb4aN7b4etwfDYOTzR3plA1uBR2HEU5laSsLs/DF/+44+H%0Af/fmY+H56/fCJ559I9zYenjQ/oVBqHC0hh37/sv7dDA6/lDNcNobf+Td4aXw%0Aey/dCO8+vBB+8Km3wscfvBmuDh8efeJwGrU8+h6zv8OcNm8OwlBb4a3vPRX+%0A6BtXw/397Um06NMfeiM894E3w+UVEoIHPbb+D/r5NXJr0ZJ1Yj5t9oRivu8X%0Af6/j70+/84P9QXjl/gfCf/vN7w9ff//6JCTXuLr9MPz5p14Nn7v678P19x+O%0A+20widA1/TkazH7P+RG1SjBr1TavMk/no4Ynv2bZaW4e4jv7l8O//Oq1sDc+%0AuGa4/fD1t8LHtl4L13Z2T3yvrTA49v6yB1+6ZC/5hP1xm/7Xbz8b/ujdncka%0A8GdvfCt83+jVo68bHQaPJiHvuS8enjw/M0075eML+nDR5yxp9xsPHw9f/van%0Awut7m+43zPbz4WOMphHaww817w/2wle/fuVwjTuYrwcB7+bt4WEfNGN3Pzz3%0AoffCRz7ykdaDWV/5ylfC888/v/yTE/Ld7343XLt2LXzuc5+bvD6Pr73+3WPv%0A3z/MDF68cvYG+fE+ez78vV/4Tvgv/8bfDP948v6Ph3/wL74w/ujvhjtf+VZ4%0A8unnw/MfbT6+FX73W98KYfL++OXv/qdzX/P3wg83b776G+GffeW3wj/7m//4%0A2Pf88X/wL8IX/sPNj5XuNGPyueeei92MzjVrRm7rBZCv2T8mnL5e9LH5r5nu%0AZ/zET/zE5O3pH7PNXkOc/kFiY/p69vEBoGuvv/76xn/c8aUvfSn80A/9UMst%0AonazmatpqH0acG+eT+1MP2n6wcZnP/vZ8Ju/+ZtRG05//ufxf6s47Yn8fIWQ%0A6V9VvPrqq+G3/rc/OhxXRxvSp23L/pnwt87897aMzh1AbPfr1w6AzD/a/ANs%0AehF8VUsffu745t5f3ryzv36pNR+/hQc8Zn58rX82BmsNivX7p+vxcTJkMPcJ%0A6z3cuqXblzz+0sc7HKA/Ot2sX/Hb/7np3cqWHv/Zln275evXet+/zeFw4dLF%0A8Cd+9AfCxSsXDusSHB+dqxS0WGXrptnq2R5/4v7+Xvj6H3wt3H3r3sptXHf9%0AWf7Z04uE08DA0cXCre1B+L4/9bFw6dqFSRBosH15UiGreXvr0fc6+Nn4KKgw%0AmD7K4JSCVTMXJsNZF0Xn1t0Tj7PyIZ789rPfZaXr0cfbvMn3Ofzo9Lsu+FiY%0AOQdhcqL39/bCndfeDF/7/14JD+49GH9wZzLety9shxvP3Agf/+E/ES49fvlw%0ATIx7fNQ8Fz68mDvYfjRWjsJZRwG7yftzCYKDo1wUJpv7mbBK368QIFj2SUd9%0AeHbfLw63nQxenWn8/O/hu98Le7vN5u1RtY2tne3w2I1nwvbFy5NQ1qP199Hj%0ANW/MrVmnBvJO/5SVghsLPjZY+HXL2rO+4cPdcPd7D8dzf/NKJFPNGLt0YT98%0A9sa74eJWOKi6NzEX/JgNEx724eBRRanBUUhu7N7DC+GP710L33jvxvgBL4bn%0ArrwdnrgUwsXD8zV89PWLDm40NyNn5+Rpx3DyU5pV8eW7T4V7e1cmP5gujtfJ%0Ah+OxtL21H3YGjz7pzHO9cFqMJ1wzVXeH2+Ebu0+G3dGlg997xx//7JN3wpUL%0AzS/Dp4dWHj32aP6NsxpxxgcWduKCYNYmw27+MOafDhz8YJ6EVibnfzA+s+M3%0AHgwvhH/1/rPhf/jmD4S3dsdr4tbBiPnAzoPwuWdeCf/J9ZfCtUujSbhyJt03%0AafdRd2ydOLTVqlhNL+gcvjc6+SzuZLj35OOcyMmOFnT1kh9DD0fb4Q/ffS7s%0AhUuTz20i1D987e1wbWcYLm9vj5e5R42cvFonmDVaWNVrrnmnJqQOnqs11cxe%0A378+PncXw5Wd++E/uPrmeI421TeHB+d1MBNWmre1aDCcfPPY22c83PGGn/5P%0AzZe/vPtUeHd0ZdzO7dM/cemDzzdy8GitmRz2YHD40aO1rgmyDwbT51NbB/00%0AicU3P+t3wqVLlx5dPGxDs9/R3OqnedycfOELX2jtsS5cuLjR153os0//ZPj1%0AL/3k3Gf9pfDzX/pLs58UfvLXf33J1zRf9vPhS1/6+Y3aRRwXL17Mbh5topbj%0ABNKwKHx1Wkhrft9jvkLW1szzyub9aZX4RvN6+oeLglkA9KV5Xn358mZ/DNs8%0AL9/0a+E0syH22WDWtALp/w+01UmZ8hyObAAAAABJRU5ErkJggg==)  \n",
    "如上图所示，第一张图片是原始图片，只有三种颜色Red,Green,Blue；第二张图时色相分量，因为红色在颜色空间中的角度是0，所以显示黑色，绿色与红色相差120，蓝色与绿色相差120；第三张图是饱和度分量，因为是三基色，根据S=1-min(R,G,B)/I可以得S=1,所以显示为白色；第四张图是明度分量，根据公式I=(R+G+B)可以得到所有明度值I=255/3都相等,显示为白色；（）\n",
    "\n",
    "### 5. 说明彩色图像传感器及γ校正的基本原理。\n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**彩色图像传感器基本原理**\n",
    "![彩色图像传感器原理图](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%0A/9k=)\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;如上图所示，彩色图像传感器可分为三层结构，最上面是增光镜片，可以使光线聚焦到下层滤镜阵列的小格子上；中间是滤镜阵列，有红绿蓝三种颜色的小格子组成，当光线通过这些小格子时可以把其他颜色的光线过滤掉；最下面一层是感光二极管组成的感光片，可以将照射到它上面的光量转换成电荷，然后转换成数字信号存储起来。因为滤光层的三种颜色只对本身颜色敏感，所以一个实际彩色像素点要由三个值表示（灰度图像只需要一个值）。\n",
    "\n",
    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aSFYpHFjHnRgyI9ud81VREmW4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%0Af//Z)\n",
    "如上图，通过插值法计算每个RGB分量的值\n",
    "\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;**γ校正的基本原理**\n",
    "&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;因为人眼的视觉感应和照明值关系是非线性的，而相机跟照明值关系是线性的，为了使拍出的照片跟人眼看到的基本一致，那么就需要对相机拍摄的照片进行矫正。假设通过相机采集的像素值是A，（1）将A进行归一化a=(A+0.5)/256;(2)对a进行gamma矫正，r=a^(1/gamma)；（3）将r进行反归一化，R=r*256-0.5；"
   ]
  }
 ],
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